# Mechanical information

Source: [https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html](https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html)

## Device physical dimensions

Source: [https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html](https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html)

### QCC743 QFN-40 device physical dimensions

Source: [https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html](https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html)

Figure : QCC743 QFN-40 package drawing

![](data:image/png;base64,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)

| Symbol | Unit of measure = millimeter | Unit of measure = millimeter | Unit of measure = millimeter |
| --- | --- | --- | --- |
| Symbol | Min | Nom | Max |
| A | 0.80 | 0.85 | 0.90 |
| A1 | 0.00 | 0.02 | 0.05 |
| A2 | 0.60 | 0.65 | 0.70 |
| A3 | 0.20 REF | 0.20 REF | 0.20 REF |
| b | 0.15 | 0.20 | 0.25 |
| D | 4.90 | 5.00 | 5.10 |
| E | 4.90 | 5.00 | 5.10 |
| D2 | 3.60 | 3.70 | 3.80 |
| E2 | 3.60 | 3.70 | 3.80 |
| e | 0.35 | 0.40 | 0.45 |
| K | 0.20 | - | - |
| L | 0.35 | 0.40 | 0.45 |
| R | 0.075 | - | - |
| c1 | - | 0.12 | - |
| c2 | - | 0.12 | - |
|  |  |  |  |

### QCC744 QFN-56 device physical dimensions

Source: [https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html](https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html)

Figure : QCC744 QFN-56 package drawing

![](data:image/png;base64,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)

| Symbol | Unit of measure = millimeter | Unit of measure = millimeter | Unit of measure = millimeter |
| --- | --- | --- | --- |
| Symbol | Min | Nom | Max |
| A | 0.80 | 0.85 | 0.90 |
| A1 | 0.00 | 0.02 | 0.05 |
| A2 | 0.60 | 0.65 | 0.70 |
| A3 | 0.20 REF | 0.20 REF | 0.20 REF |
| b | 0.15 | 0.20 | 0.25 |
| D | 6.90 | 7.00 | 7.10 |
| E | 6.90 | 7.00 | 7.10 |
| D2 | 5.10 | 5.20 | 5.30 |
| E2 | 5.10 | 5.20 | 5.30 |
| e | 0.30 | 0.40 | 0.50 |
| H | 0.35 REF | 0.35 REF | 0.35 REF |
| K | 0.50 REF | 0.50 REF | 0.50 REF |
| L | 0.35 | 0.40 | 0.45 |
| R | 0.09 | - | - |
|  |  |  |  |

## Part marking

Source: [https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html](https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html)

### QCC743 part marking

Source: [https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html](https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html)

Figure : QCC743 device marking

![](data:image/png;base64,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)

| Line | Marking | Description |
| --- | --- | --- |
| C1 | Qualcomm | Qualcomm name |
| P1 | PRODUCT | Qualcomm Technologies, Inc. (QTI) product name<ul class="ul" id="part-marking_0__ul_kxx_yfl_jzb"><br>                                <li class="li"><span class="ph">QCC743</span></li><br><br>                            </ul> |
| P2 | VARIANT | Variant code (PRR) |
| T1 | AYWWXXX | A = assembly site code<ul class="ul" id="part-marking_0__ul_jyj_s2r_jzb"><br>                                    <li class="li">A = S (SPIL, Suzhou)</li><br><br>                                    <li class="li">A = 1 (TFME)</li><br><br>                                </ul><br><br><br>                            <br>Y = single/last digit of year<br><br><br>                            <br>WW = two-digit work week of year specified by Y<br><br><br>                            <br>XXX = traceability number |
| T1 | ● | Pin 1 indicator |
|  |  |  |

Note: 
            
The foundry company code 'F' was intentionally removed due to a package size
                reduction.

F = supply source code, F = N (UMC)

### QCC744 part marking

Source: [https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html](https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html)

Figure : QCC744 device marking

![](data:image/png;base64,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)

| Line | Marking | Description |
| --- | --- | --- |
| C1 | Qualcomm | Qualcomm name |
| P1 | PRODUCT | Qualcomm Technologies, Inc. (QTI) product name<ul class="ul" id="part-marking_1__ul_erl_4rh_pzb"><br>                                <li class="li"><span class="ph">QCC744</span></li><br><br>                            </ul> |
| P2 | VARIANT | Variant code (PRR) |
| T1 | FAYWWXXX | F = supply source code<br><br><br>                            <ul class="ul" id="part-marking_1__ul_frl_4rh_pzb"><br>                                <li class="li">F = N (UMC)</li><br><br>                            </ul><br><br>                            <br>A = assembly site code<ul class="ul" id="part-marking_1__ul_grl_4rh_pzb"><br>                                    <li class="li">A = S (SPIL, Suzhou)</li><br><br>                                    <li class="li">A = 1 (TFME)</li><br><br>                                </ul><br><br><br>                            <br>Y = single/last digit of year<br><br><br>                            <br>WW = two-digit work week of year specified by Y<br><br><br>                            <br>XXX = traceability number |
| T1 | ● | Pin 1 indicator |
|  |  |  |

## Device ordering information

Source: [https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html](https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html)

This device can be ordered using the identification code shown in the following
            figure:

Figure : Device identification code

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</svg>

The following table lists the ordering information:

| Product part number | Ordering number[^1^](https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html#fntarg_1_device-ordering-information) | PRR | Sample type | Date code | Temp | pSRAM<br><br>built-in | Flash<br><br>built-in |
| --- | --- | --- | --- | --- | --- | --- | --- |
| QCC743 | QCC743 | QCC743 | QCC743 | QCC743 | QCC743 | QCC743 | QCC743 |
| QCC743-1 | QCC-743-1-MQFN40-MT-00-0<br><br><br>                                <br>QCC-743-1-MQFN40-TR-00-0 | 100 | CS | ≥2405 | -40 - 105℃ | X | X |
| QCC743-1 | QCC-743-1-MQFN40-MT-01-0<br><br><br>                                <br>QCC-743-1-MQFN40-TR-01-0 | 101 | CS | ≥2428 | -40 - 105℃ | X | X |
| QCC743-4 | QCC-743-4-MQFN40-MT-01-0<br><br><br>                                <br>QCC-743-4-MQFN40-TR-01-0 | 401 | EA | – | -40 - 85℃ | X | 4 MB |
| QCC744 | QCC744 | QCC744 | QCC744 | QCC744 | QCC744 | QCC744 | QCC744 |
| QCC744-2 | QCC-744-2-MQFN56-MT-00-0<br><br><br>                                <br>QCC-744-2-MQFN56-TR-00-0 | 200 | CS | ≥2405 | -40 - 85℃ | 4 MB | X |
| QCC744-2 | QCC-744-2-MQFN56-MT-01-0<br><br><br>                                <br>QCC-744-2-MQFN56-TR-01-0 | 201 | CS | ≥2428 | -40 - 85℃ | 4 MB | X |

[^1^](https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html#fnsrc_1_device-ordering-information)  TR–Tape and reel, MT–Matrix Tray

## Device moisture-sensitivity level

Source: [https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html](https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html)

The moisture sensitivity level of the chip is: MSL3. After the vacuum package is opened,
            it must be used up within 168 hours (7 days) at ≤30°C/60% RH, otherwise it must be baked
            and put online.

For baking temperature and time, refer to IPC/JEDECJ-STD-033B01.

| Package body | Level | Bake at 125°C | Bake at 125°C | Bake at 90°C<br><br>≤5% RH | Bake at 90°C<br><br>≤5% RH | Bake at 40°C<br><br>≤5% RH | Bake at 40°C<br><br>≤5% RH |
| --- | --- | --- | --- | --- | --- | --- | --- |
| Package body | Level | Exceeding floor life by &gt;72 h | Exceeding floor life by ≤72 h | Exceeding floor life by &gt;72 h | Exceeding floor life by ≤72 h | Exceeding floor life by &gt;72 h | Exceeding floor life by ≤72 h |
| Thickness<br><br><br>                            <br>≤1.4 mm | 2 | 5 hours | 3 hours | 17 hours | 11 hours | 8 days | 5 days |
| Thickness<br><br><br>                            <br>≤1.4 mm | 2a | 7 hours | 5 hours | 23 hours | 13 hours | 9 days | 7 days |
| Thickness<br><br><br>                            <br>≤1.4 mm | 3 | 9 hours | 7 hours | 33 hours | 23 hours | 13 days | 9 days |
| Thickness<br><br><br>                            <br>≤1.4 mm | 4 | 11 hours | 7 hours | 37 hours | 23 hours | 15 days | 9 days |
| Thickness<br><br><br>                            <br>≤1.4 mm | 5 | 12 hours | 7 hours | 41 hours | 24 hours | 17 days | 10 days |
| Thickness<br><br><br>                            <br>≤1.4 mm | 5a | 16 hours | 10 hours | 54 hours | 24 hours | 22 days | 10 days |
|  |  |  |  |  |  |  |  |
|  |  |  |  |  |  |  |  |
|  |  |  |  |  |  |  |  |
|  |  |  |  |  |  |  |  |
|  |  |  |  |  |  |  |  |

User bake: Floor life begins counting at time = 0 after bake

## Thermal characteristics

Source: [https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html](https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html)

| Parameter | Parameter | Comments | Typ | Unit |
| --- | --- | --- | --- | --- |
| θ<sub class="ph sub">JA</sub> | Thermal resistance, J-to-A | Junction-to-ambient (still air) [^1^](https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html#fntarg_1_thermal-characteristics) | 38 | °C/W |

[^1^](https://docs.qualcomm.com/doc/80-WL743-1/topic/mechanical-information.html#fnsrc_1_thermal-characteristics)  Package mounted on 4LPCB using
                                Finite Differential Modeling (FDM) method.

Last Published: Apr 22, 2026

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