# Electrical specifications

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

## Absolute maximum ratings

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

The absolute maximum ratings shown in the following table reflect the stress levels that,
            if exceeded, may cause permanent damage to the device. No functionality is guaranteed
            outside the operating specifications. Functionality and reliability are only guaranteed
            within the operating conditions described in [Operating conditions](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_jfw_yyz_mzb).

| Power supply | Description | Min | Max | Unit |
| --- | --- | --- | --- | --- |
| VDD\_APC0 | Power for the cluster 0 of Kryo Gold Prime processors | -0.3 | 1.133 | V |
| VDD\_APC1 | Power for the cluster 1 of Kryo Gold Prime processors | -0.3 | 1.133 | V |
| VDD\_A\_APC\_CS\_1P2 | Power for application processor current sensor 1.2 V<br>                            analog circuits | -0.3 | 1.430 | V |
| VDD\_A\_NSP0\_CS\_1P2 | Power for HTP0 current sensor 1.2 V circuits | -0.3 | 1.430 | V |
| VDD\_A\_NSP1\_CS\_1P2 | Power for HTP1 current sensor 1.2 V circuits | -0.3 | 1.430 | V |
| VDD\_PX11 | Power for pad group 11 | -0.3 | 1.430 | V |
| VDD\_RTSS\_PX11 | Power for RTSS pad group 11 | -0.3 | 1.430 | V |
| VDD\_CX | Power for digital core circuits | -0.3 | 1.133 | V |
| VDD\_D\_EBI | Power for EBI digital circuits | -0.3 | 1.133 | V |
| VDD\_RTSS\_CX | Power for RTSS digital core circuits | -0.3 | 1.133 | V |
| VDD\_CX\_LPI | Power for Low-power island digital core circuits | -0.3 | 1.133 | V |
| VDD\_GFX | Power for graphics | -0.3 | 1.133 | V |
| VDD\_MM | Power for multimedia subsystem circuits | -0.3 | 1.133 | V |
| VDD\_MX\_A | Power for always-ON memory circuits | -0.3 | 1.133 | V |
| VDD\_RTSS\_MX | Power for RTSS On-chip memory circuits | -0.3 | 1.133 | V |
| VDD\_MX\_C | Power for collapsible memory circuits | -0.3 | 1.133 | V |
| VDD\_MX\_LPI | Power for Low-power island memory circuit | -0.3 | 1.133 | V |
| VDD\_NSP0 | Power for Hexagon Tensor Processor 0 | -0.3 | 1.300 | V |
| VDD\_NSP1 | Power for Hexagon Tensor Processor 1 | -0.3 | 1.300 | V |
| VDD\_PX0 | Power for pad group 0 | -0.3 | 2.090 | V |
| VDD\_RTSS\_PX0 | Power for RTSS pad group 0 | -0.3 | 2.090 | V |
| VDD\_PX1 | Power for pad group 1 | -0.3 | 1.232 | V |
| VDD\_PX10 | Power for pad group 10 | -0.3 | 1.375 | V |
| VDD\_PX3 | Power for pad group 3 | -0.3 | 2.090 | V |
| VDD\_PX7 | Power for pad group 7 | -0.3 | 2.090 | V |
| VDD\_QFPROM | Power for programming the QFPROM | -0.3 | 2.090 | V |
| VDD\_RTSS\_PX3 | Power for RTSS pad group 3 | -0.3 | 2.090 | V |
| VDD\_QFPROM\_RTSS | Power for programming the QFPROM RTSS | -0.3 | 2.090 | V |
| VDD\_PX9 | Power for pad group 9 | -0.3 | 1.375 | V |
| VDD\_RTSS\_PX8 | Power for RTSS pad group 8 | -0.3 | 2.915 | V |
| VBIAS\_RTSS\_RGMII | Power for RTSS\_RGMII reference circuits; 0.85 V | -0.3 | 0.990 | V |
| VDD\_A\_CSI\_0\_1\_0P9 | Power for MIPI CSI0/CSI1 0.9 V analog circuits | -0.3 | 1.012 | V |
| VDD\_A\_CSI\_2\_3\_0P9 | Power for MIPI CSI2/CSI3 0.9 V analog circuits | -0.3 | 1.012 | V |
| VDD\_A\_DSI\_0\_0P9 | Power for MIPI DSI0 0.9 V analog circuits | -0.3 | 1.012 | V |
| VDD\_A\_DSI\_0\_PLL\_0P9 | Power for MIPI DSI0 PLL 0.9 V | -0.3 | 1.012 | V |
| VDD\_A\_DSI\_1\_0P9 | Power for MIPI DSI1 0.9 V analog circuits | -0.3 | 1.012 | V |
| VDD\_A\_DSI\_1\_PLL\_0P9 | Power for MIPI DSI1 PLL 0.9 V | -0.3 | 1.012 | V |
| VDD\_A\_EDP\_0\_0P9 | Power for EDP 0 0.9 V circuits | -0.3 | 1.012 | V |
| VDD\_A\_EDP\_1\_0P9 | Power for EDP 1 0.9 V circuits | -0.3 | 1.012 | V |
| VDD\_A\_EDP\_2\_0P9 | Power for EDP 2 0.9 V circuits | -0.3 | 1.012 | V |
| VDD\_A\_EDP\_3\_0P9 | Power for EDP 3 0.9 V circuits | -0.3 | 1.012 | V |
| VDD\_A\_REFGEN\_0P875 | Power for high-speed interface reference generation<br>                            circuits – 0.875 V | -0.3 | 1.012 | V |
| VDD\_A\_SGMII\_0\_0P9 | Power for serial gigabit media-independent interface<br>                            0 - 0.9 V | -0.3 | 1.012 | V |
| VDD\_A\_SGMII\_1\_0P9 | Power for serial gigabit media-independent interface<br>                            1 - 0.9 V | -0.3 | 1.012 | V |
| VDD\_A\_UFS\_0\_0P9 | Power for the UFS0 0.9 V analog circuits | -0.3 | 1.012 | V |
| VDD\_A\_UFS\_1\_0P9 | Power for the UFS1 0.9 V analog circuits | -0.3 | 1.012 | V |
| VDD\_A\_CSI\_0\_1P2 | Power for MIPI CSI0 1.2 V analog circuits | -0.3 | 1.375 | V |
| VDD\_A\_CSI\_1\_1P2 | Power for MIPI CSI1 1.2 V analog circuits | -0.3 | 1.375 | V |
| VDD\_A\_CSI\_2\_1P2 | Power for MIPI CSI2 1.2 V analog circuits | -0.3 | 1.375 | V |
| VDD\_A\_CSI\_3\_1P2 | Power for MIPI CSI3 1.2 V analog circuits | -0.3 | 1.375 | V |
| VDD\_A\_DSI\_0\_1\_1P2 | Power for MIPI DSI0/DSI1 1.2 V analog circuits | -0.3 | 1.375 | V |
| VDD\_A\_EDP\_0\_1P2 | Power for EDP 0 1.2 V circuits | -0.3 | 1.375 | V |
| VDD\_A\_EDP\_1\_1P2 | Power for EDP 1 1.2 V circuits | -0.3 | 1.375 | V |
| VDD\_A\_EDP\_2\_1P2 | Power for EDP 2 1.2 V circuits | -0.3 | 1.375 | V |
| VDD\_A\_EDP\_3\_1P2 | Power for EDP 3 1.2 V circuits | -0.3 | 1.375 | V |
| VDD\_A\_PCIE\_0\_PLL\_1P2 | Power for PCIe 0 PLL 1.2 V circuits | -0.3 | 1.375 | V |
| VDD\_A\_PCIE\_1\_PLL\_1P2 | Power for PCIe 1 PLL 1.2 V circuits | -0.3 | 1.375 | V |
| VDD\_A\_REFGEN\_1P2 | Power for high-speed interface reference generation<br>                            circuits – 1.2 V | -0.3 | 1.375 | V |
| VDD\_A\_SGMII\_0\_1P2 | Power for serial gigabit media-independent interface<br>                            0 - 1.2 V | -0.3 | 1.375 | V |
| VDD\_A\_SGMII\_1\_1P2 | Power for serial gigabit media-independent interface<br>                            1 - 1.2 V | -0.3 | 1.375 | V |
| VDD\_A\_UFS\_0\_1P2 | Power for the UFS0 1.2 V analog circuits | -0.3 | 1.375 | V |
| VDD\_A\_UFS\_1\_1P2 | Power for the UFS1 1.2 V analog circuits | -0.3 | 1.375 | V |
| VDD\_A\_USBSS\_0\_1P2 | Power for USB super-speed 0 1.2 V circuits | -0.3 | 1.375 | V |
| VDD\_A\_USBSS\_1\_1P2 | Power for USB super-speed 1 1.2 V circuits | -0.3 | 1.375 | V |
| VDD\_A\_USBHS\_0\_0P9 | Power for USB high-speed 0 0.9 V circuits | -0.3 | 1.012 | V |
| VDD\_A\_USBHS\_1\_0P9 | Power for USB high-speed 1 0.9 V circuits | -0.3 | 1.012 | V |
| VDD\_A\_USBHS\_2\_0P9 | Power for USB high-speed 2 0.9 V circuits | -0.3 | 1.012 | V |
| VDD\_A\_USBSS\_0\_0P9 | Power for USB super-speed 0 0.9 V circuits | -0.3 | 1.012 | V |
| VDD\_A\_USBSS\_1\_0P9 | Power for USB super-speed 1 0.9 V circuits | -0.3 | 1.012 | V |
| VDD\_A\_USBHS\_0\_3P1 | Power for USB high-speed 0 3.1 V circuits | -0.3 | 3.520 | V |
| VDD\_A\_USBHS\_1\_3P1 | Power for USB high-speed 1 3.1 V circuits | -0.3 | 3.520 | V |
| VDD\_A\_USBHS\_2\_3P1 | Power for USB high-speed 2 3.1 V circuits | -0.3 | 3.520 | V |
| VDD\_A\_USBHS\_0\_1P8 | Power for USB high-speed 0 1.8 V circuits | -0.3 | 2.145 | V |
| VDD\_A\_USBHS\_1\_1P8 | Power for USB high-speed 1 1.8 V circuits | -0.3 | 2.145 | V |
| VDD\_A\_USBHS\_2\_1P8 | Power for USB high-speed 2 1.8 V circuits | -0.3 | 2.145 | V |
| VDD\_A\_PCIE\_0\_0P9 | Power for PCIe 0.9 V circuits | -0.3 | 1.012 | V |
| VDD\_A\_PCIE\_1\_0P9 | Power for PCIe 0.9 V circuits | -0.3 | 1.012 | V |
| VDD\_A\_EBI\_01\_0P9 | Power for EBI0/EBI1 circuits | -0.3 | 1.133 | V |
| VDD\_A\_EBI\_PLL | Power for EBI PHY PLL circuits | -0.3 | 1.133 | V |
| VDD\_A\_EBI\_23\_45\_0P9 | Power for EBI2/EBI3/EBI4/EBI5 PHY 0.9 V  circuits | -0.3 | 1.133 | V |
| VDD\_IO\_EBI\_01 | Power for EBI0/EBI1 I/O circuits | -0.3 | 0.627 | V |
| VDD\_IO\_EBI\_23\_45 | Power for EBI2/EBI3/EBI4/EBI5 I/O circuits | -0.3 | 0.627 | V |
| T<sub class="ph sub">s</sub> | Storage temperature[^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fntarg_1_absolute-maximum-ratings)^,^ [^2^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fntarg_2_absolute-maximum-ratings) | -55 | 150 | °C |
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[^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fnsrc_1_absolute-maximum-ratings)  The storage temperature range applies when the
                                device is in the OFF state (the device is not assembled in any
                                platform and is not electrically connected to any voltage or I/O
                                signals). Damage may occur when the device is subjected to this
                                temperature for any length of time.

[^2^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fnsrc_2_absolute-maximum-ratings)   For devices shipped
                                in tape and reel, the storage temperature range is [+15°C~35°C] and
                                &lt;-90% relative humidity (RH). QTI recommends allowing the device
                                to return to ambient room temperature before usage.

## Operating conditions

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

The QCS9075 meets all performance specifications, when used within
            the operating conditions, unless otherwise noted in those sections (provided the
            absolute maximum ratings have never been exceeded).

| Parameter | Parameter | Min | Max | Unit |
| --- | --- | --- | --- | --- |
| **Power supply voltages** | **Power supply voltages** | **Power supply voltages** | **Power supply voltages** | **Power supply voltages** |
| VDD\_APC0 | Power for the cluster 0 of Kryo Gold Prime<br>                            processors |  |  |  |
|  | Active | 0.576 | 1.030 | V |
| VDD\_APC1 | Power for the cluster 1 of Kryo Gold Prime processors |  |  |  |
|  | Active | 0.576 | 1.030 | V |
| VDD\_CX | Power for digital core circuits |  |  |  |
| VDD\_D\_EBI | Power for EBI digital circuits |  |  |  |
| VDD\_RTSS\_CX | Power for RTSS digital core circuits |  |  |  |
|  | Active | 0.560 | 1.030 | V |
|  | Retention [^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_jfw_yyz_mzb__fn_hnf_rxg_kbc_radhikav_05-15-24-1029-58-310) | 0.352 | 0.480 | V |
| VDD\_CX\_LPI | Power for Low-power island digital core circuits |  |  |  |
|  | Active | 0.560 | 1.030 | V |
|  | Retention [^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_jfw_yyz_mzb__fn_hnf_rxg_kbc_radhikav_05-15-24-1029-58-310) | 0.352 | 0.480 | V |
| VDD\_GFX | Power for graphics |  |  |  |
|  | Active | 0.560 | 1.030 | V |
| VDD\_MM | Power for multimedia subsystem circuits |  |  |  |
|  | Active | 0.560 | 1.030 | V |
| VDD\_MX\_A | Power for always-ON memory circuits |  |  |  |
| VDD\_RTSS\_MX | Power for RTSS On-chip memory circuits |  |  |  |
|  | Active | 0.716 | 1.030 | V |
|  | Retention [^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_jfw_yyz_mzb__fn_hnf_rxg_kbc_radhikav_05-15-24-1029-58-310) | 0.504 | 0.680 | V |
| VDD\_MX\_C | Power for collapsible memory circuits |  |  |  |
|  | Active | 0.716 | 1.030 | V |
| VDD\_MX\_LPI | Power for Low-power island memory circuit |  |  |  |
|  | Active | 0.695 | 1.030 | V |
|  | Retention [^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_jfw_yyz_mzb__fn_hnf_rxg_kbc_radhikav_05-15-24-1029-58-310) | 0.504 | 0.680 | V |
| VDD\_NSP0 | Power for Hexagon Tensor Processor 0 |  |  |  |
|  | Active | 0.560 | 1.030 | V |
| VDD\_NSP1 | Power for Hexagon Tensor Processor 1 |  |  |  |
|  | Active | 0.560 | 1.030 | V |
| VDD\_A\_EBI\_0P9 | Power for EBI PHY 0.9 V circuits |  |  |  |
| VDD\_A\_EBI\_PLL | Power for EBI PHY PLL circuits |  |  |  |
| VDD\_A\_EBI\_23\_45\_0P9 | Power for EBI2/EBI3/EBI4/EBI5 I/O circuits |  |  |  |
|  | Active | 0.835 | 1.030 | V |
|  | Retention [^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_jfw_yyz_mzb__fn_hnf_rxg_kbc_radhikav_05-15-24-1029-58-310) | 0.352 | 0.480 | V |

^1^  The
                                retention voltage is the PMIC output setting and it is static. There
                                is no scaling.

| Parameter[^2^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fntarg_2_operating-conditions) | Parameter[^2^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fntarg_2_operating-conditions) | Min | Typ[^3^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fntarg_3_operating-conditions) | Max | Unit |
| --- | --- | --- | --- | --- | --- |
| Power supply<br>                            voltages | Power supply<br>                            voltages | Power supply<br>                            voltages | Power supply<br>                            voltages | Power supply<br>                            voltages | Power supply<br>                            voltages |
| VDD\_A\_APC\_CS\_1P2 | Power for application processor current sensor 1.2 V<br>                            analog circuits | 1.100 | 1.200 | 1.300 | V |
| VDD\_A\_NSP0\_CS\_1P2 | Power for HTP0 current sensor 1.2 V circuits | 1.100 | 1.200 | 1.300 | V |
| VDD\_A\_NSP1\_CS\_1P2 | Power for HTP1 current sensor 1.2 V circuits | 1.100 | 1.200 | 1.300 | V |
| VDD\_PX11 | Power for pad group 11 | 1.100 | 1.200 | 1.300 | V |
| VDD\_RTSS\_PX11 | Power for RTSS pad group 11 | 1.100 | 1.200 | 1.300 | V |
| VDD\_PX0 | Power for pad group 0 | 1.700 | 1.800 | 1.900 | V |
| VDD\_RTSS\_PX0 | Power for RTSS pad group 0 | 1.700 | 1.800 | 1.900 | V |
| VDD\_PX1 | Power for pad group 1 | 1.010 | 1.100 | 1.120 | V |
| VDD\_PX10 | Power for pad group 10 | 1.100 | 1.200 | 1.250 | V |
| VDD\_PX3 | Power for pad group 3 | 1.700 | 1.800 | 1.900 | V |
| VDD\_PX7 | Power for pad group 7 | 1.700 | 1.800 | 1.900 | V |
| VDD\_QFPROM | Power for programming the QFPROM | 1.700 | 1.800 | 1.900 | V |
| VDD\_RTSS\_PX3 | Power for RTSS pad group 3 | 1.700 | 1.800 | 1.900 | V |
| VDD\_QFPROM\_RTSS | Power for programming the QFPROM RTSS | 1.700 | 1.800 | 1.900 | V |
| VDD\_PX9 | Power for pad group 9 | 1.100 | 1.200 | 1.250 | V |
| VDD\_RTSS\_PX8 | Power for RTSS pad group 8 | 1.700 | 1.800 | 1.900 | V |
|  |  | 2.350 | 2.500 | 2.650 | V |
| VBIAS\_RTSS\_RGMII | Power for RTSS\_RGMII reference circuits; 0.85 V | 0.800 | 0.850 | 0.900 | V |
| VDD\_A\_CSI\_0\_1\_0P9 | Power for MIPI CSI0/CSI1 0.9 V analog circuits | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_CSI\_2\_3\_0P9 | Power for MIPI CSI2/CSI3 0.9 V analog circuits | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_DSI\_0\_0P9 | Power for MIPI DSI0 0.9 V analog circuits | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_DSI\_0\_PLL\_0P9 | Power for MIPI DSI0 PLL 0.9 V | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_DSI\_1\_0P9 | Power for MIPI DSI1 0.9 V analog circuits | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_DSI\_1\_PLL\_0P9 | Power for MIPI DSI1 PLL 0.9 V | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_EDP\_0\_0P9 | Power for EDP 0 0.9 V circuits | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_EDP\_1\_0P9 | Power for EDP 1 0.9 V circuits | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_EDP\_2\_0P9 | Power for EDP 2 0.9 V circuits | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_EDP\_3\_0P9 | Power for EDP 3 0.9 V circuits | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_REFGEN\_0P875 | Power for high-speed interface reference generation<br>                            circuits – 0.875 V | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_SGMII\_0\_0P9 | Power for serial giga bit media-independent interface 0 -<br>                            0.9 V | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_SGMII\_1\_0P9 | Power for serial giga bit media-independent interface 1 -<br>                            0.9 V | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_UFS\_0\_0P9 | Power for the UFS0 0.9 V analog circuits | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_UFS\_1\_0P9 | Power for the UFS1 0.9 V analog circuits | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_CSI\_0\_1P2 | Power for MIPI CSI0 1.2 V analog circuits | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_CSI\_1\_1P2 | Power for MIPI CSI1 1.2 V analog circuits | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_CSI\_2\_1P2 | Power for MIPI CSI2 1.2 V analog circuits | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_CSI\_3\_1P2 | Power for MIPI CSI3 1.2 V analog circuits | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_DSI\_0\_1\_1P2 | Power for MIPI DSI0/DSI1 1.2 V analog circuits | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_EDP\_0\_1P2 | Power for EDP 0 1.2 V circuits | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_EDP\_1\_1P2 | Power for EDP 1 1.2 V circuits | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_EDP\_2\_1P2 | Power for EDP 2 1.2 V circuits | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_EDP\_3\_1P2 | Power for EDP 3 1.2 V circuits | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_PCIE\_0\_PLL\_1P2 | Power for PCIe 0 PLL 1.2 V circuits | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_PCIE\_1\_PLL\_1P2 | Power for PCIe 1 PLL 1.2 V circuits | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_REFGEN\_1P2 | Power for high-speed interface reference generation<br>                            circuits – 1.2 V | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_SGMII\_0\_1P2 | Power for serial giga bit media-independent interface 0 -<br>                            1.2 V | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_SGMII\_1\_1P2 | Power for serial giga bit media-independent interface 1 -<br>                            1.2 V | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_UFS\_0\_1P2 | Power for the UFS0 1.2 V analog circuits | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_UFS\_1\_1P2 | Power for the UFS1 1.2 V analog circuits | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_USBSS\_0\_1P2 | Power for USB super-speed 0 1.2 V circuits | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_USBSS\_1\_1P2 | Power for USB super-speed 1 1.2 V circuits | 1.150 | 1.200 | 1.250 | V |
| VDD\_A\_USBHS\_0\_0P9 | Power for USB high-speed 0 0.9 V circuits | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_USBHS\_1\_0P9 | Power for USB high-speed 1 0.9 V circuits | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_USBHS\_2\_0P9 | Power for USB high-speed 2 0.9 V circuits | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_USBSS\_0\_0P9 | Power for USB super-speed 0 0.9 V circuits | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_USBSS\_1\_0P9 | Power for USB super-speed 1 0.9 V circuits | 0.830 | 0.880 | 0.920 | V |
| VDD\_A\_USBHS\_0\_3P1 | Power for USB high-speed 0 3.1 V circuits | 2.970 | 3.072 | 3.200 | V |
| VDD\_A\_USBHS\_1\_3P1 | Power for USB high-speed 1 3.1 V circuits | 2.970 | 3.072 | 3.200 | V |
| VDD\_A\_USBHS\_2\_3P1 | Power for USB high-speed 2 3.1 V circuits | 2.970 | 3.072 | 3.200 | V |
| VDD\_A\_USBHS\_0\_1P8 | Power for USB high-speed 0 1.8 V circuits | 1.650 | 1.800 | 1.950 | V |
| VDD\_A\_USBHS\_1\_1P8 | Power for USB high-speed 1 1.8 V circuits | 1.650 | 1.800 | 1.950 | V |
| VDD\_A\_USBHS\_2\_1P8 | Power for USB high-speed 2 1.8 V circuits | 1.650 | 1.800 | 1.950 | V |
| VDD\_A\_PCIE\_0\_0P9 | Power for PCIe 0.9 V circuits | 0.830 | 0.912 | 0.920 | V |
| VDD\_A\_PCIE\_1\_0P9 | Power for PCIe 0.9 V circuits | 0.830 | 0.912 | 0.920 | V |
| VDD\_IO\_EBI | Power for EBI I/O circuits | 0.470 | 0.500 | 0.570 | V |
| VDD\_IO\_EBI\_23\_45 | Power for EBI2/EBI3/EBI4/EBI5 I/O circuits | 0.470 | 0.500 | 0.570 | V |
| **Thermal Conditions** | **Thermal Conditions** | **Thermal Conditions** | **Thermal Conditions** | **Thermal Conditions** | **Thermal Conditions** |
| T<sub class="ph sub">A</sub> | Ambient operating temperature | -40 | – | 85 [^4^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fntarg_4_operating-conditions) | °C |
| T<sub class="ph sub">J</sub> | Junction operating temperature | – | – | 115 | °C |
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[^2^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fnsrc_2_operating-conditions)  Parts with voltages
                                outside of the specified ranges are not guaranteed to operate
                                properly.

[^3^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fnsrc_3_operating-conditions)  Typical voltages represent the recommended output settings of
                                the companion PMIC device.

[^4^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fnsrc_4_operating-conditions)  The T<sub class="ph sub">J </sub>max specification must be met.

## Average operating current

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

This information will be included in future version of this document.

## Power-on circuits and power sequence

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Dedicated circuits continuously monitor several events that might trigger a power-on
            sequence. If any of these events occur, the PMIC circuits are powered on, the system’s
            available power sources are determined, the correct source is enabled, and the SoC is
            taken out of reset.

Figure : QCS9075 and PMIC power-on sequence
            
            ![](data:image/png;base64,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)

## Digital logic characteristics

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

A digital I/O’s performance specification depends on its pad type, its usage, and/or its
            supply voltage.

- Some are dedicated for interconnections between the QCS9075
                device and other ICs within the QTI chipset; therefore, specifications are not
                required.
- Some are defined by existing standards, such as I²C and SPI. QTI devices comply with
                those standards; therefore, additional specifications are not required.
- All other digital I/Os require performance specifications.
- Back powering protection is not supported in digital pads unless otherwise specified
                in the following table. All non-bpp digital pads must be kept at less than 50 mV and
                with a maximum of 1 µA current being injected into the pad to avoid potential
                back-power scenarios.

Note: Unless otherwise specified, all device characterizations are
            carried out across the specified operating temperature and voltage ranges.

Table : Digital I/Os specified in this section

| Pad voltage | Usage | Table |
| --- | --- | --- |
| 1.8 V | VDD\_PX0, VDD\_RTSS\_PX0, VDD\_PX3, VDD\_RTSS\_PX3 | [Table : DC specification of 1.8 V I/Os](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__table_ymd_mfb_nzb_radhikav_11-21-23-1100-3-596) |
| 1.8 V | VDD\_RTSS\_PX8 | [Table : DC specifications for RGMII 1.8 V mode (VDD_RTSS_PX8)](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__table_wgf_hmb_nzb_radhikav_11-21-23-1151-55-742) |
| 1.2 V | VDD\_PX9/VDD\_PX10 | [Table : Digital I/O characteristics for UFS_RESET and UFS_REF_CLK<br>                (VDD_PX9/VDD_PX10)](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__table_d2p_hmb_nzb_radhikav_11-21-23-1152-2-431) |

Table : DC specification of 1.8&nbsp;V I/Os

| Parameter | Description | Min | Max | Unit |
| :---: | --- | :---: | :---: | :---: |
| V<sub class="ph sub">IH</sub> | High-level input voltage, CMOS/Schmitt (HIHYS\_EN = low) | 0.65 × VDD\_PXx | VDD\_PXx [^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_ahl_dfb_nzb_radhikav_11-21-23-1057-30-666) +<br>                            0.3 | V |
| V<sub class="ph sub">IL</sub> | Low-level input voltage, CMOS/Schmitt (HIHYS\_EN = low) | -0.3 | 0.35 × VDD\_PXx [^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_ahl_dfb_nzb_radhikav_11-21-23-1057-30-666) | V |
| V<sub class="ph sub">IH</sub> | High-level input voltage, CMOS/Schmitt (HIHYS\_EN = high) | 0.7 × VDD\_PXx | VDD\_PXx [^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_ahl_dfb_nzb_radhikav_11-21-23-1057-30-666) +0.3 | V |
| V<sub class="ph sub">IL</sub> | Low-level input voltage, CMOS/Schmitt (HIHYS\_EN = high) | -0.3 | 0.3 × VDD\_PXx [^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_ahl_dfb_nzb_radhikav_11-21-23-1057-30-666) | V |
| V<sub class="ph sub">SHYS</sub> | Schmitt hysteresis voltage (HIHYS\_EN= low) | 100 | – | mV |
| V<sub class="ph sub">SHYS</sub> | Schmitt hysteresis voltage (HIHYS\_EN = high) | 300 | – | mV |
| I<sub class="ph sub">IH</sub> | Input high leakage current | – | 3 | µA |
| I<sub class="ph sub">IL</sub> | Input low leakage current | -1 | – | µA |
| R<sub class="ph sub">PD</sub> | Pull-down resistance | 20k | 60k | Ω |
| R<sub class="ph sub">PU</sub> | Pull-up resistance | 20k | 60k | Ω |
| R<sub class="ph sub">KP</sub> | Bus keeper resistor | 20k | 60k | Ω |
| V<sub class="ph sub">OH</sub> | High-level output voltage, CMOS [^2^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_i5h_xls_fgc) | VDD\_PXx [^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_ahl_dfb_nzb_radhikav_11-21-23-1057-30-666) -0.45 | VDD\_PXx [^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_ahl_dfb_nzb_radhikav_11-21-23-1057-30-666) | V |
| V<sub class="ph sub">OL</sub> | Low-level output voltage, CMOS [^2^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_i5h_xls_fgc) | 0.0 | 0.45 | V |

^1^  VDD\_PXx
                                can be VDD\_PX0, VDD\_RTSS\_PX0, VDD\_PX3, VDD\_RTSS\_PX3 depending on the
                                pad group.

^2^  V<sub class="ph sub">OL</sub> and V<sub class="ph sub">OH</sub> are measured at
                                    I<sub class="ph sub">OL</sub> and I<sub class="ph sub">OH</sub> respectively, with 16 mA
                                current across min and max voltages and operating temperatures. For
                                more information regarding possible drive strength settings, see
                                    [Table : Possible drive strength settings](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__table_j5b_vjs_fgc).

Table : Possible drive strength settings

| BIT configuration | Drive strength (mA) |
| --- | --- |
| 000 | 2 |
| 001 | 4 |
| 010 | 6 |
| 011 | 8 |
| 100 | 10 |
| 101 | 12 |
| 110 | 14 |
| 111 | 16 |

Table : DC specifications for RGMII 1.8&nbsp;V mode (VDD_RTSS_PX8)

| Parameter | Description | Min | Max | Unit |
| :---: | --- | :---: | :---: | :---: |
| V<sub class="ph sub">OL</sub> | Low-level output voltage [^3^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_bk5_mps_fgc) | – | 0.45 | V |
| V<sub class="ph sub">OH</sub> | High-level output voltage [^3^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_bk5_mps_fgc) | VDD\_PXx - 0.45 | – | V |
| V<sub class="ph sub">IL</sub> | Low-level input voltage | -0.3 | 0.35× VDD\_PXx | V |
| V<sub class="ph sub">IH</sub> | High-level input voltage | 0.65× VDD\_PXx | VDD\_PXx+ 0.3 | V |
| V<sub class="ph sub">HYS</sub> | Input Hysteresis | 100 | – | mV |
| R<sub class="ph sub">PULL-UP</sub> | Pull-up resistance | 20 | 50 | kΩ |
| R<sub class="ph sub">PULL-DOWN</sub> | Pull-down resistance | 20 | 50 | kΩ |
| R<sub class="ph sub">KEEPERUP</sub> | Keeper-up resistance | 20 | 50 | kΩ |
| R<sub class="ph sub">KEEPERDOWN</sub> | Keeper-down resistance | 20 | 50 | kΩ |
| I<sub class="ph sub">IL</sub> | Input low leakage current | – | 5 | μA |
| I<sub class="ph sub">IH</sub> | Input high leakage current | -5 | – | μA |

^3^  V<sub class="ph sub">OL</sub> and
                                    V<sub class="ph sub">OH</sub> are measured at I<sub class="ph sub">OL</sub> and I<sub class="ph sub">OH</sub>
                                respectively, with 12 mA current across min and max voltages and
                                operating temperatures. For more information regarding possible
                                drive strength settings, see [Table : Possible drive strength](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__table_zjw_4ms_fgc)

Table : Possible drive strength

| Drive strength | IOL (mA) | IOH (mA) |
| --- | --- | --- |
| 000 | 1.5 | 1.5 |
| 001 | 3.0 | 3.0 |
| 010 | 4.5 | 4.5 |
| 011 | 6.0 | 6.0 |
| 100 | 7.5 | 7.5 |
| 101 | 9.0 | 9.0 |
| 110 | 10.5 | 10.5 |
| 111 | 12.0 | 12.0 |

Note: There is no industry-standard specification for a 1.8 V RGMII interface. Thus, the
            above specifications are taken from *JESD8-7A, “1.8 V ± 0.15 V (Normal range) and                1.2 V – 1.95 V (Wide range) Power Supply Voltage and Interface Standard for Non                terminated Digital Integrated Circuits”*.

Table : Digital I/O characteristics for UFS_RESET and UFS_REF_CLK
                (VDD_PX9/VDD_PX10)

| Parameter | Description | Min | Max | Unit |
| :---: | --- | :---: | :---: | :---: |
| V<sub class="ph sub">OL</sub> | Low-level output voltage [^4^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_lvf_zms_fgc) | 0 | 0.25 × VDD\_PXx | V |
| V<sub class="ph sub">OH</sub> | High-level output voltage [^4^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_lvf_zms_fgc) | VDD\_PXx × 0.75 | VDD\_PXx | V |
| R<sub class="ph sub">PULL-UP</sub> | Pull-up resistance | 20 | 60 | kΩ |
| R<sub class="ph sub">PULL-DOWN</sub> | Pull-down resistance | 20 | 60 | kΩ |
| I<sub class="ph sub">LEAK</sub> | Standby leakage | -10 | 10 | µA |

^4^  V<sub class="ph sub">OL</sub> and
                                    V<sub class="ph sub">OH</sub> are measured at I<sub class="ph sub">OL</sub> and I<sub class="ph sub">OH</sub>
                                respectively, with 4.8 mA current across min and max voltages and
                                operating temperatures.

Note: VDD\_PXx can be either VDD\_PX9 or VDD\_PX10.

Table : DC specifications for SPMI (VDD_PX0)

| Parameter | Description | Min | Max | Unit |
| :---: | --- | :---: | :---: | :---: |
| V<sub class="ph sub">IH</sub> | High-level input voltage | 0.65 × VDD\_PXx | VDD\_PXx + 0.3 | V |
| V<sub class="ph sub">IL</sub> | Low-level input voltage | -0.3 | 0.35 × VDD\_PXx | V |
| V<sub class="ph sub">SHYS</sub> | Schmitt hysteresis voltage | 100 | – | mV |
| I<sub class="ph sub">IH</sub> | Input high leakage current | – | 30 | μA |
| I<sub class="ph sub">IL</sub> | Input low leakage current | -10 | – | μA |
| R<sub class="ph sub">pullup</sub> | Pull-up resistance | 7.5 K | 20 K | Ω |
| R<sub class="ph sub">pulldown</sub> | Pull-down resistance | 10 K | 50 K | Ω |
| R<sub class="ph sub">keeperup</sub> | Keeper-up resistance | 7.5 K | 20 K | Ω |
| R<sub class="ph sub">keeperdown</sub> | Keeper-down resistance | 10 K | 50 K | Ω |
| V<sub class="ph sub">OH</sub> | High-level output voltage, CMOS [^5^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_edx_kns_fgc) | VDD\_PXx - 0.45 | VDD\_PXx | V |
| V<sub class="ph sub">OL</sub> | Low-level output voltage, CMOS [^5^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_edx_kns_fgc) | 0 | 0.45 | V |

^5^  V<sub class="ph sub">OL</sub> and V<sub class="ph sub">OH</sub> are measured at
                                    I<sub class="ph sub">OL</sub> and I<sub class="ph sub">OH</sub> respectively, with 12 mA
                                current across min and max voltages and operating
                                temperatures.

Table : DC specifications for PS_HOLD and MD_PS_HOLD (VDD_PX3)

| Parameter | Description | Min | Max | Unit |
| :---: | --- | :---: | :---: | :---: |
| V<sub class="ph sub">IH</sub> | High-level input voltage, (hihys\_en = LOW) | 0.65 × VDD\_PXx | VDD\_PXx + 0.3 V | V |
| V<sub class="ph sub">IL</sub> | Low-level input voltage, (hihys\_en = LOW) | -0.3 | 0.35 × VDD\_PXx | V |
| V<sub class="ph sub">IH</sub> | High-level input voltage, (hihys\_en = HIGH) | 0.7 × VDD\_PXx | VDD\_PXx + 0.3 V | V |
| V<sub class="ph sub">IL</sub> | Low-level input voltage, (hihys\_en = HIGH) | -0.3 | 0.3 × VDD\_PXx | V |
| V<sub class="ph sub">SHYS</sub> | Schmitt hysteresis, (hihys\_en = LOW) | 100 | – | mV |
| V<sub class="ph sub">SHYS</sub> | Schmitt hysteresis, (hihys\_en = HIGH) | 300 | – | mV |
| I<sub class="ph sub">IH</sub> | Input high leakage current | – | 20 | μA |
| I<sub class="ph sub">L</sub> | Input low leakage current | -1 | – | μA |
| R<sub class="ph sub">PD</sub> | Pull-down resistance | 10 K | 50 K | Ω |
| R<sub class="ph sub">PU</sub> | Pull-up resistance | 3 K | 20 K | Ω |
| R<sub class="ph sub">KP</sub> | Bus keeper resistor | 3 K | 50 K | Ω |
| V<sub class="ph sub">OH</sub> | High-level output voltage [^6^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_mzp_vns_fgc) | VDD\_PXx - 0.45 | VDD\_PXx | V |
| V<sub class="ph sub">OL</sub> | Low-level output voltage [^6^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb__fn_mzp_vns_fgc) | 0 | 0.45 | V |

^6^  V<sub class="ph sub">OL</sub> and
                                    V<sub class="ph sub">OH</sub> are measured at I<sub class="ph sub">OL</sub> and I<sub class="ph sub">OH</sub>
                                respectively, with 12 mA current across min and max voltages and
                                operating temperatures.

## Timing characteristics

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Specifications for the device timing characteristics are included (where appropriate)
            under each function’s section, along with all its other performance specifications. Some
            general comments about timing characteristics and pertinent pin design methodologies are
            included here.

Note: All QCS9075 devices are characterized with actively terminated
            loads; therefore, all baseband timing parameters in this document assume no bus loading.
            For more details, see [Rise and fall time specifications](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_yvr_rjw_dbc).

### Timing diagram conventions

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

The conventions used within timing diagrams throughout this document are shown in the
            following figure.

Figure : Timing diagram conventions
            
            ![](data:image/png;base64,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)

For each signal in the diagram:
- One clock period (T) extends from one rising clock edge to the next rising clock
                    edge.
- The high level represents 1, the low level represents 0, and the middle level
                    represents the floating (high-impedance) state.
- When both the high and low levels are shown over the same time interval, the
                    meaning depends on the signal type:
    - For a bus type signal (multiple bits), the processor or external
                            interface is driving a value, but that value may or may not be
                            valid.
    - For a single signal, this indicates don’t care.

### Rise and fall time specifications

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

The testers that characterize QCS9075 devices have actively
            terminated loads, making the rise and fall times quicker (mimicking a no-load
            condition). The impact that different external load conditions have on rise and fall
            times is shown in the following diagram.

Figure : Rise and fall times under different load conditions
            
            ![](data:image/png;base64,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)

To account for external load conditions, rise or fall times must be added to the
            parameters that start timing at the QCS9075 device and terminate at
            an external device (or vice versa). Adding these rise and fall times is equivalent to
            applying capacitive load derating factors.

## Memory support

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

QCS9075 supports six channel up to 36 GB LPDDR5 memory (JESD209-5C)
            with maximum speed at 3200 MHz.

## Multimedia

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Multimedia parameters requiring performance specifications are addressed in this
            section.

### Camera interfaces

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

The QCS9075 device supports up to four D-PHY or C-PHY camera
                interfaces.

Table : Supported MIPI-CSI standards and exceptions

| Applicable standard | Feature exceptions |
| --- | --- |
| *MIPI Alliance Specification for CSI-2 v3.0* | RAW7 is not supported; DPCM predictor 2 is not supported. |
| *MIPI Alliance Specification for D-PHY v1.2* | Efficient Packet Delimiter (EPD) for D-PHY is not<br>                                    supported. |
| *MIPI Alliance Specification for C-PHY v1.2* | None |

### Audio support

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

The audio-related interfaces supported with QCS9075 include:

- [I2S interfaces](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#topic.dita_3de50955-32a3-4168-a48e-1a6c300bf0c9)
- [PCM/TDM interfaces](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_knr_3qc_nzb)

### Display support

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

The QCS9075 device supports one D-PHY or C-PHY display.

Table : Supported MIPI-DSI standards and exceptions

| Applicable standard | Feature exceptions |
| --- | :---: |
| *MIPI Alliance Specification for Display Serial Interface 2,                                v2.1* | None |
| *MIPI Alliance Specification for D-PHY v1.2* | None |
| *MIPI Alliance Specification for C-PHY v1.1* | None |

### DisplayPort 

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Table : Supported DisplayPort standards and exceptions

| Applicable standard | Feature exceptions |
| --- | :---: |
| *VESA DisplayPort v1.4* | None |

## Connectivity

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

The connectivity functions supported by the QCS9075 that require
            electrical specifications include:

- USB host/slave support with built-in physical layer (PHY)
- Peripheral component interconnect express (PCIe) interfaces
- Universal flash storage (UFS)
- NOR flash storages (OSPI/QSPI)
- Reduced gigabit media independent interface (RGMII)
- High-speed serial gigabit media-independent interface (HSGMII)
- Inter-IC sound (I^2^S) interfaces
- Pulse-coded modulation (PCM) interfaces
- Time-division multiplexing (TDM) interfaces
- Through proper configuration of 21main domain (MD) GPIO-based QUP SEs and
                5 RTSS domain RTSS\_IO- based QUP SEs:
    - Universal asynchronous receiver/transmitter (UART) ports
    - Inter-integrated circuit (I^2^C) interfaces
    - Serial peripheral interface (SPI) ports
- Dedicated I^2^C interfaces for camera (CCI I^2^C)

Pertinent specifications for these functions are detailed in the following
                subsections.
Note: In addition to the following hardware specifications, see the
                latest software release notes for software- based performance features or
                limitations.

### USB interfaces

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Table : Supported USB standards and exceptions

| Applicable standard | Feature exceptions |
| --- | --- |
| *Universal Serial Bus Specification, Revision 3.1 (August11, 2014                                or later)* | None |
| *UTMI specification version 1.05, released on 3/29/2001* | None |
| *On-The-Go and Embedded Host Supplement to the USB 3.0                                Specification (May 10, 2012, Revision 1.1 or later)* | Attach detection protocol (ADP), role swap protocol (RSP), session<br>                            request protocol (SRP), and host negotiation protocol (HNP) |
| *USB Serial Bus Specification, Revision 2.0 (April 27, 2000 or                                later)* | None |

### PCIe interface

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

| Applicable standard | Feature exceptions |
| --- | --- |
| *PCI Express Base Specification Revision                            4.0* | Link configure capability |
| *PCI Express Base Specification Revision                            4.0* | Lane margining at receiver |
| *PCI Express Base Specification Revision                            4.0* | L0s link state |
|  |  |
|  |  |

### UFS interface

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Table : Supported UFS standards and exceptions

| Applicable standard | Feature exceptions |
| --- | :---: |
| *Universal Flash Storage (UFS), Version 3.1* | None |

### HSGMII interface

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Table : Supported HSGMII standards and exceptions

| Applicable standard | Feature exceptions |
| --- | --- |
| *IEEE 802.3 section 47* | None |

### Secured digital interfaces

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

The supported secure digital (SD) interface standards and their exceptions are listed
      here.

Table : Supported SD standards and exceptions

| Applicable standard | Feature exceptions |
| :---: | :---: |
| *MultiMediaCard Host Specification version 5.1* | None |
| *Secure Digital: Physical Layer Specification version 3.0* | None |
| *SDIO Card Specification version 3.0* | None |

Figure : Secured digital interface timing
      
      ![](data:image/png;base64,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)

### Octa-SPI/Quad-SPI interface

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Figure : Octa-SPI/Quad-SPI SDR timing diagram 
                
                ![](data:image/png;base64,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)
                ![](data:image/png;base64,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)

Table : Octa-SPI/Quad-SPI interface SDR timing

| Parameter | Comments | Min. | Max. | Unit |
| --- | --- | :---: | :---: | :---: |
| 1/T | OSPI/QSPI clock frequency | – | 90 | MHz |
| t(mis) | Master input setup time | 1.7 | – | ns |
| t(mih) | Master input hold time | 1.3 | – | ns |
| t(mod) | Master output delay | -2.00 | 2.00 | ns |

Figure : Octa-SPI DDR timing diagram 
                
                ![](data:image/png;base64,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)

Table : Octa-SPI interface DDR timing

| Parameter | Comments | Min. | Max. | Unit |
| :---: | --- | --- | --- | --- |
| 1/T | OSPI clock frequency | – | 166 | MHz |
| t(skew) | DQ to DQS skew | – | 530 | ps |
| t(mod) | Master output delay | -2.00 | 2.00 | ns |

Note: DDR is not supported on Quad-SPI operation.

### RGMII interface

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Table : Supported RGMII standards and exceptions

| Applicable standard | Feature exceptions |
| --- | :---: |
| *Reduced Gigabit Media Independent Interface (RGMII) v1.3 and                                v2.0* | None |

### I^2^S interfaces

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Table : Supported I2S standards and exceptions

| Applicable standards | Feature exceptions |
| --- | :---: |
| *Philips I*^*2*^*S Bus Specifications* <br>                            revised June 5, 1996 | None |

Figure : I^2^S timing diagram
            
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</svg>

| Parameter | Parameter | Comments[^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fntarg_1_i2s-interfaces) | Min | Typ | Max | Unit |
| --- | --- | --- | --- | --- | --- | --- |
| ***Using internal                                    SCK*** | ***Using internal                                    SCK*** | ***Using internal                                    SCK*** | ***Using internal                                    SCK*** | ***Using internal                                    SCK*** | ***Using internal                                    SCK*** | ***Using internal                                    SCK*** |
| Frequency | Frequency |  | – | – | 24.576 | MHz |
| T | Clock period |  | 40.69 | – | – | ns |
| t(HC) | Clock high |  | 0.45 × T | – | 0.55 × T | ns |
| t(LC) | Clock low |  | 0.45 × T | – | 0.55 × T | ns |
| t(sr) | SD and WS input setup time |  | 8.14 | – | – | ns |
| t(hr) | SD and WS input hold time |  | 1.5 | – | – | ns |
| t(dtr) | SD and WS output delay |  | – | – | 8.14 | ns |
| ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** |
| Frequency | Frequency |  | – | – | 24.576 | MHz |
| T | Clock period |  | 40.69 | – | – | ns |
| t(HC) | Clock high |  | 0.45 × T | – | 0.55 × T | ns |
| t(LC) | Clock low |  | 0.45 × T | – | 0.55 × T | ns |
| t(sr) | SD and WS input setup time |  | 8.14 | – | – | ns |
| t(hr) | SD and WS input hold time |  | 1.5 | – | – | ns |
| t(dtr) | SD and WS output delay |  | – | – | 8.14 | ns |

[^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fnsrc_1_i2s-interfaces)   Load capacitance is between 10 pF and
                            40 pF.

| Parameter | Parameter | Comments[^2^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fntarg_2_i2s-interfaces) | Min | Typ | Max | Unit |
| --- | --- | --- | --- | --- | --- | --- |
| ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** |
|  | Frequency |  |  | – | 73.728 | MHz |
| T | Clock period |  | 13.56 | – | – | ns |
| t(HC) | Clock high |  | 0.45 × T | – | 0.55 × T | ns |
| t(LC) | Clock low |  | 0.45 × T | – | 0.55 × T | ns |
| t(sr) | SD and WS input setup time |  | 2.71 | – | – | ns |
| t(hr) | SD and WS input hold time |  | 1.5 | – | – | ns |

[^2^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fnsrc_2_i2s-interfaces)   Load capacitance is between 10 pF and
                            40 pF.

| Parameter | Parameter | Comments[^3^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fntarg_3_i2s-interfaces) | Min | Typ | Max | Unit |
| --- | --- | --- | --- | --- | --- | --- |
| ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** |
|  | Frequency |  |  | – | 24.576 | MHz |
| T | Clock period |  | 40.69 | – | – | ns |
| t(HC) | Clock high |  | 0.45 × T | – | 0.55 × T | ns |
| t(LC) | Clock low |  | 0.45 × T | – | 0.55 × T | ns |
| t(dtr) | SD and WS output delay |  | – | – | 8.14 | ns |

[^3^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fnsrc_3_i2s-interfaces)   Load capacitance is between 10 pF and 40 pF.

### PCM/TDM interfaces

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Figure : PCM/TDM audio format with different sync modes
            
            ![](data:image/png;base64,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Figure : PCM/TDM timing diagram
            
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| Parameter | Parameter | Comments | Min | Max | Unit |
| --- | --- | --- | --- | --- | --- |
| ***Master mode*** | ***Master mode*** | ***Master mode*** | ***Master mode*** | ***Master mode*** | ***Master mode*** |
| Frequency | Frequency |  | – | 24.576 | MHz |
| T | Clock period |  | 40.69 | – | ns |
| t(HC) | Clock high |  | 0.45× T | 0.55× T | ns |
| t(LC) | Clock low |  | 0.45× T | 0.55× T | ns |
| t(sr) | PCM/TDM\_DIN and PCM/TDM\_SYNC setup time |  | 8.14 | – | ns |
| t(hr) | PCM/TDM\_DIN and PCM/TDM\_SYNC hold time |  | 1.5 | – | ns |
| t(dtr) | PCM/TDM\_DOUT and PCM/TDM\_SYNC output delay |  | – | 8.14 | ns |
| ***Slave mode*** | ***Slave mode*** | ***Slave mode*** | ***Slave mode*** | ***Slave mode*** | ***Slave mode*** |
| Frequency | Frequency |  | – | 24.576 | MHz |
| T | Clock period |  | 40.69 | – | ns |
| t(HC) | Clock high |  | 0.45× T | 0.55× T | ns |
| t(LC) | Clock low |  | 0.45× T | 0.55× T | ns |
| t(sr) | PCM/TDM\_DIN and PCM/TDM\_SYNC setup time |  | 8.14 | – | ns |
| t(hr) | PCM/TDM\_DIN and PCM/TDM\_SYNC hold time |  | 1.5 | – | ns |
| t(dtr) | PCM/TDM\_DOUT and PCM/TDM\_SYNC output delay |  | – | 8.14 | ns |

^1^  Load
                                capacitance is between 10 pF to 40 pF.

| Parameter | Parameter | Comments[^2^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fntarg_2_pcm-tdm-interfaces) | Min | Typ | Max | Unit |
| --- | --- | --- | --- | --- | --- | --- |
| ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** |
|  | Frequency |  |  | – | 73.728 | MHz |
| T | Clock period |  | 13.56 | – | – | ns |
| t(HC) | Clock high |  | 0.45 × T | – | 0.55 × T | ns |
| t(LC) | Clock low |  | 0.45 × T | – | 0.55 × T | ns |
| t(sr) | PCM/TDM\_DIN and PCM/TDM\_SYNC setup time |  | 2.71 | – | – | ns |
| t(hr) | PCM/TDM\_DIN and PCM/TDM\_SYNC hold time |  | 1.5 | – | – | ns |

[^2^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fnsrc_2_pcm-tdm-interfaces)   Load capacitance is between 10 pF and
                            40 pF.

| Parameter | Parameter | Comments[^3^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fntarg_3_pcm-tdm-interfaces) | Min | Typ | Max | Unit |
| --- | --- | --- | --- | --- | --- | --- |
| ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** | ***Using external                                    SCK*** |
|  | Frequency |  |  | – | 24.576 | MHz |
| T | Clock period |  | 40.69 | – | – | ns |
| t(HC) | Clock high |  | 0.45 × T | – | 0.55 × T | ns |
| t(LC) | Clock low |  | 0.45 × T | – | 0.55 × T | ns |
| t(dtr) | PCM/TDM\_DOUT and PCM/TDM\_SYNC delay |  | – | – | 8.14 | ns |

[^3^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fnsrc_3_pcm-tdm-interfaces)   Load capacitance is between 10 pF and
                            40 pF.

### I^2^C interface

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Table : Supported I2C standards and exceptions

| Applicable standard | Feature exceptions |
| --- | --- |
| *I^2^C Specification, version 3.0* | HS mode, slave mode, multi-master mode, and 10‑bit addressing are not<br>                            supported. |

### Serial peripheral interface

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

The QCS9075 supports SPI as a master on 25 QUP ports. SPI slave mode
            is supported on the eight QUP ports. See [<cite class="cite"><span class="ph">QCS9075</span> Pin Assignment and
                    GPIO Configuration Spreadsheet </cite> (80-73417-1A)](https://docs.qualcomm.com/bundle/80-73417-1A/resource/80-73417-1A.xlsm) for more details.

Figure : SPI master timing diagram
                
                ![](data:image/png;base64,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)

Note: Depending on the mode configuration (Clock PHA and POL settings), Tx and Rx
                sampling edge could differ. The timing diagram above is using mode 1 as an
                example

Table : SPI master timing characteristics

| Parameter | Comments | Min | Typ | Max | Unit |
| --- | --- | :---: | :---: | :---: | :---: |
| T(SPI clock period)[^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fntarg_1_serial-peripheral-interface) | 50 MHz maximum | 20 | – | – | ns |
| t(ch) | Clock high | 8 | – | – | ns |
| t(cl) | Clock low | 8 | – | – | ns |
| t(mov) | Master output valid | -5 | – | 5 | ns |
| t(mis) | Master input setup | 5 | – | – | ns |
| t(mih) | Master input hold | 1 | – | – | ns |

[^1^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#fnsrc_1_serial-peripheral-interface)   The minimum clock period includes 1%
                                    jitter of maximum frequency.

Table : SPI slave timing characteristics

| Parameter | Comments | Min | Max | Unit |
| --- | --- | :---: | :---: | :---: |
| T (SPI clock period) [^2^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_gcp_tsc_nzb__fn_zpt_xtc_nzb_radhikav_11-21-23-1608-6-867) | 50 MHz maximum | 20.0 | – | ns |
| t(ch) | Clock high | 9 | – | ns |
| t(cl) | Clock low | 9 | – | ns |
| t(sov) | Slave output valid | 2 | 13 | ns |
| t(mis) | Slave input setup | 3 | – | ns |
| t(mih) | Slave input hold | 3 | – | ns |
| S\_TRI\_STATE\_EN [^2^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_gcp_tsc_nzb__fn_zpt_xtc_nzb_radhikav_11-21-23-1608-6-867) | Slave tri-state enable | – | 14 | ns |
| S\_TRI\_STATE\_DIS [^2^](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_gcp_tsc_nzb__fn_zpt_xtc_nzb_radhikav_11-21-23-1608-6-867) | Slave tri-state disable | – | 14 | ns |

^2^   The total
                                    capacitive load must not exceed 30 pF for a single slave system.
                                    For each additional slave, 10 pF should be added to the clock
                                    and data lines (not needed for chip select since it is
                                    one-to-one). For example, 40 pF for two slaves, although most
                                    systems have only a single slave. Care must be taken to verify
                                    that every slave can drive the data line fast enough to meet the
                                    timing requirement or the system must use a reduced
                                    frequency.

Note: Only SPI slave mode 1 (PHA = 1 and POL = 0) is supported.

### CAN-FD-interface

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Table : Supported CAN-FD standrads and exceptions

| Applicable standard | Feature exception |
| --- | :---: |
| *ISO 11898-1: 2015, Road vehicles, Controller area network                                (CAN)* | None |
| *ISO 11898-4, Road vehicles, Controller area network                            (CAN)* | None |

## Internal functions

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Some internal functions require external interfaces to enable their operation. These
            include modes and resets, and JTAG functions.

### Modes and resets

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Mode and reset functions are basic digital I/Os that meet the performance specifications
            presented in [Digital logic characteristics](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html#concept_hmf_cdb_nzb).

### JTAG

Source: [https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html](https://docs.qualcomm.com/doc/80-73417-1/topic/electrical-specifications.html)

Figure : JTAG interface timing diagram
                
                ![](data:image/png;base64,UklGRvIPAABXRUJQVlA4TOUPAAAv7cEyAG/mILZtVdnn3PslCA4JiEA7QtHAJYu+O2RwEEmyq8zs3Q9C/icrQCo+cJKDF1xFku0qs3vOC0IyoAC3OOALHDwFOYiZf7Vt2zDQmsI7gAICKG9g8FakSJEiRQBFipQm+KMohFaAlyLlV3UIKNYAjhUFMSl/Kpi655hjba4oslPxNENUkOKYlOzkmGPZKSpIiQpRQYqUqCAlKmQnx9ql7JSdspOUqOCYY+NccywqRIXslJ3GueZYP5akDFNFyjBV+rHk2DjX+rHkGD/wxRPwAdwegAegAX93TtwAHWiducAJVkcAD5zAYQUzHoAJB2wAG8AbH6w2YMWMFxbsBMw4A144AWYw4YYt2JzA5QdORwArmB3+H3B5Ajjxw4TO/voFC9u2u23bfE7kXS9VtNrIyp70bOgsZDPxEJ1Ft2W2zUaJFxoWVTyQySoN1EKiVRol+klhGnYgQ1mqB00rQ2pVp1Tp9E/hHICH5xwhPF2O6D8t2lbC1tbivmTIsx4wpk3F4j/+n0NxnWih2PaSz0YKdkpRmPtoDLH6p4/GaBoTY02tUkbChlXjvcYEK1jzFIc3TnCmPgnnx069Q17XmIFz4z7VWSQm/M1DrM3WPx7nz8CJtpkTzyyGPgGHuS/Hyeu+KmN1tjFx1kPKhH98MV6frGC1wp1hWHDdm20x264FACGElIgZM+fG6Rf5GvIHqh5/OgAuXb57e9vLfuAvP2di4owXaKI26/+/AFngL53t7+HHDy3qAMGF2vkLE998VaZN+OarD8cRT1ZEHC5ZcPlz7XGVgV54jDdz036V8tx0WJVawASsziKKqHIcFj9zon1+2fGSkL/wHuPXhE/KghoabpMb+lmfOJMZHwFrMCt0VuetDW0v/ZsxSsTsViU6Mhd1gtuiGKoebRErXO3/5qOx9h2Oi2ICVtQ8VvjaX/PaewaGuSyKaXz4GbCEWsw3QjhxEJGL/T4s4Zr+420zxx9aBH1cFsU0Pi/7tmDTBTGrFvhRM8Ib1y2AYeRhP1W9WmFYM3P5QFtMTy/4stEMl9+xL4qhImtVbyTUxuUAlyy4ruP6xZcCdBxsYv6brSyuqXr4y3ATD3YALFz0g1jby6NAyZLucPkt26KYUI6E2tjRZM1LE/NvZ1xcE+SH4SZ2Btxvfw/xZxZ3APRxWRQT5GSzAizoWNXf8eCmjoXQMYy87MeTzQsdsLBj0wvtcZU3NkKGy6KYCxTNq3y/465hJOpS/3fhOPKxn6nKcVjeX2qfX1bitiiGqaEToQ2VkJv9LA2daP/n8JjWJ7c2q9Oa/Sy2q/aM7cWEeGidJKx+VQ6G72wvSEGIHJbqkAbRYqBUchgEy75I6QNIu9Ik3Io7EmGJf/fXCjLhxN1vkT5A3WyR+iQQ8eqnAb4uY2OmglVgXE1kZeRBhgFrZWQiY6FgCppM6OY8GKa1qbLf3PkxrE6VfRozs+w3jzSYugTGp4fkoaDJMEwl6oOkK8FHUI4HlJ5IY+bdyXPjrAylZWFDwpFpbEgxXmUaG5EwXt24w4NqCA9CRfabp7/blOuCSPBZJNH7flTcOqbOF4Bz45LfyM8udWV5jpIErRAtfSCL9TwKUAng1aCFbBrZvBRsuUKaB6koSfZqGNK8vcliPt8q9cmpstQ3T6FHljk8J1GS5utsZJjvJqX5CpkcaR2kGvo91VANzo/JfCNnHpYFNHU5bI+iPoiSJ+dSwhHOULpfGty4I837UkS8H7hxR7qZi0gY+FpBHjCfleUhPio+6w0D5WFUi4x5WyuDEoFaQYZn+Ijqgwi5e4ZAsHQ7eP8ajIo+ABiS56oWsbACRMsgyoTTDSFi4TyXm5d+G0UobYwyueg+3CgVVZGQTIkfTIwx/II/xJB8VhUJz5RI28CQrkMpCWZKLFM5FokNF3wD/jwJHrWs3iPpfFSQ4o68Sw5h+bU+L9NZtnwDSGlirDaLJOtitRJgaLelbtirO7v2FILQpfonZHCFlWZglsrOQygOrOsGQ9Wwjb2dALB2yZKWoNZWVyiO9nauAIA+w1IzCsbeLoAVq9eEFVioziKe9KiEia9s7OqksJWtsCIWG3DohqZJFRrfhgshh5MA58cCVdz8NX5B4ao8OkjN6rBkXGyhoZEnbHWcw6t6QRR3VoeHqCTL1A+bK9u7lI9inA6whD8CtBBm2RlTQEICLBiEOcyiiIQEWOhwCvUF/p3QMAttDgmzKB437xklh5BpudoshkzOhYZZzs5iYI8pCjefyKsZALFE/jeE8HAKw1TsBTrKglXPZ3RPVycYCkYxTeVo7Fyz1ic8nEJtFdQkzEJFWSjuWxQDX+KplK5auLYNAEs677wqpECHUxpf+DHzcM7QURYSZtm+LBbz2WvbBRUrdMf0YjEeEmChwyn+677+tEmYhTInWGUwuXoxKSgYPx1CUoU9wMLekDNQULqG2AMsyjqrw0/Um13dak3/RoXBMjjIYRex6JcMbnLnZVyMyyO6DqJtiBSTxjZES2AAma3ZFt/LxYFC0AFxQueUK3G3lu/vuiAeN4xW9fvoe1/LGVJJOk+nsyI+C9OnqX9OQjhxh/Da1cR/wfqEQ/2XFkcuRfHIPs7+rnuKZcuDD2bAQ2qarX4KwAtlF+KulvXXjLDki5QlO2LGIj4L07s9DpUAWI58e86N24j/gvX5J4WnY3t6kOoG3v5uzTKkVyWvJdl0ASq+FdWpchhcHLlXky6pHAZGrZUhnSlQf/vTiCNJSdLk77mF+C9cT+7GpwWmY6OvrRt3ePubZ+SFqXJ98gWKJgU+zujHSO9JJ1rBTTxAOlSkPjkiR6rxQtItXEX8F68vaMIHvalj7jD/d7Kn2PjDtNf4/F9QmZueem8stMDHmR1XvZVC+RhJGltJhwrV37tFks813dxSIP5LoN98TPSgd5OW1sfd162MvDt5/sz5s1DB+qmZ8AInZ15fX0AJ5YnuPtKhYvXPX+NKgdtziPgvg77vikMoWOwb79iFcqgrVQCvBhUqrOJxVu9C83opScdc0qFi9dJwxSHivwx6VzzWVbchyqGuNGamyj4nz73dmPF4q92efEZCCppukg4Vqnd6D5pSYB7opV4tgd58Pu4IRntTQ0nUlfrkuXGfuc8A3h/jrU7sQ03CU8ZyevrEfz7L8RXFjTvH9BD/RX8VNXXB5wxmbhOh5iCc1X09DloZCc+I+0zSoQL123pdOXLLmzq62v3Ef+H6rS8KTyuvFbBwlQA1DzirEzrVA/KdEZ049eQrTr/ZlGHfiIDlVpzyX4JBj6Yu9ixkoivPBb7qvrhDdYGEZ/+UIB0qTL+NqmbqMpypm4jyX/igp0a92DP6J/5q2ebnn9alnJ9PWtLMz7txSebnrSuI/4L1cVf0/Py+jKj5eRljbyhl7A2xbYy9zW/huntNu/hL4ov+w4xtKCSMm1zUJyuNiW+CCaDyWYWEYZOLAFRyVVXEHXSDsGxyMVaFrz+rNCZI4uRQhorqhr2sa88ofWDa5OKL8cYMAauVIM7AuqWGquHa5lqAWGLnxhD8UkjWpyrJBkPj0Tyye/UKgL22o2YMprSVALAYruDFS4uW0DmfcspW6IZYTH+qSYHO6EYX5qYpTgYKz752TTeo3J4HI7B7MNAQwyYXpMrUX5tXGdmzwlS4hkohszrsuZ8YGnLVcg6v6jVnTkFndVoWteSlPuXDSXIln1XEzF0t7XJRn/zjxJj/JKCUsOxywRBnUT/M0RAYd7kIxln+OEFlTg7i5otqBsQSeZc+MO5yEYyzELBaoRnd07XEUDGoLPidXY9fT2i6y0WzmXcaj7A9EciCP6paFFPUDhdLYC2BbZcLJo4uWxbY4WKfmu1eE9OHqQLbLhchcRaKk3RhMNm5BEhBwehMDgYbYtvlIiTO0qxKUY+Zypcpm9d23pjPKmZe9KrHinLO6vAYPSpO0VZrEJWPUkbOGSOjDUcDDrKU7uLDIJcE0pltB5FyZZEiC6IlG3jXBPHyOMVoN4iTQYpfAG85wgO++VUdjYwIOyWbNkV40UDfb2H6kZQkWfl0Kple6m7iv2B9wIERFCauNkpG6TWuoPyqjLuawNS7iDWo8M2veuc9iKSqZGIYpCrpUIH6W59H9KuKJTgu9FuJ/6L17k0j1JgVKKOai+6GUVH5VRkzKGN1qtwEPs4YhpSfmCnb0ai9O0TqM1ZJK8rw6KuVrA3Ef/H6B3wHMsKfl5/Mc/c33yJz014TODlz/XMGyoejbbNJhwrVl65PWyiDWI9ev4P4L4He2qaVUKxkf5Ll72v+qdaoT842KXBy5o7VLkooe5OkQwXrb7oG5ZDujcR/KfSdwm/G4toif1+3cobXW3XGlBA3vuHeFjuUT1bn3ZIc0nGX+C+B/jbfAcHoj2/m7+tWzgVeWy45cQlPpk5vsCZUb+oFTY5vvwU9QfyXQO87IPhudOKlXkcy9dmpsgB1xkLdlPDsoHav4M1iiOkZGU5WBp0eaiMd4XrfAdF3o26iqcukphviry5skXSPQQl2GjD3IUpx0gqI9EY6ovUBB4TvMdi7bd7vZxK3qPEu4RlRK0iwf2jGkmT/0B4J9kRD6xF6pIg9Ix7T5d7PxLbvvLNV/a1b6AFvyyU5nbrCNxCfhenX70MkJ+E9QG/Usi9H/Besv4pyQM+J64AhaoC68Ts4+5vjSyZ1zz2plvU2/ZafkkvSDuXMU8RnYfqdtOk54T2Qo9+906352J3g0g96YMGoQAnMz5N+56p/GSNT2sXfll70n29H7JJa0iS5EZXfplmOwWxeLWmS3CgUrHlKSnhyI6R2b8AqgIfkt/JKSX691eTgpzWid28gmTC+KiNWK0GK+vcKyocBa9dboYTk86/N0hlPqh4NSXvSaasduVQqDgCda37VOn0rVwPAai1lqxyjtr0XYM1lW5oX5qZDCiepwlPbYjGAmKl8f9dYctlRN6Sh6UCVqb9SVSrhVfzid2zlUxdec8msDktyI6aGiodLCjqHV/UoFHdWpxVRUDIFtQbx37OM2gxSDDwE29EkLkUpajqjiFgozd8rVeLKihSD0GmW7HgqkiSZpT+/k/O6N6LmSiX2cQWYf37nJqMqsJAcoXtmXgv7ldJG52m0KNtKFif85ycAE2+3CKaHEE09siZZNPp3qfNamK/U4RzOV1rJ4jQ3/fex+l/OjbdIMeGSHBBRJbqJucMR9NSlucWEGzHMTXuUDcSIFsHDuacHMbIoJX6djKI7IHc4Y2HEUJ+cxapfnwy3VnE374i0ZQ0bbIwg3Ct+hBHOhkeijMH10UWEFzJWdOHGo6qQHooazlJVzo/VJ1uu4sSjroputj9V+DZEtIdzkdVQ0p3/DTFfKcOYt8gxq6ONRlbMM8JmdRLFKIRp/rFI9VxUzdg+Tc+izO/eiJorleAJYwQh0O5I+xKNiZwr5eDFuQUBAA==)

| Parameter | Parameter | Min | Typ | Max | Unit |
| --- | --- | --- | --- | --- | --- |
| t(tckcy) | TCK period | 50 | – | – | ns |
| t(tckh) | TCK pulse width high | 20 | – | – | ns |
| t(tckl) | TCK pulse width low | 20 | – | – | ns |
| t(sutms) | TMS input setup time | 5 | – | – | ns |
| t(htms) | TMS input hold time | 20 | – | – | ns |
| t(sutdi) | TDI input setup time | 5 | – | – | ns |
| t(htdi) | TDI input hold time | 20 | – | – | ns |
| t(do) | TDO data output delay | – | – | 15 | ns |
| t(tckcy) | TCK period | 50 | – | – | ns |

Last Published: Jan 30, 2026

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