#  Carrier, storage, and handling information

Source: [https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html](https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html)

This topic discusses shipping, storage, and handling of this module.

## Tape and reel information

Source: [https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html](https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html)

All QTI tape carrier systems conform to EIA-481 standards.

The following figure shows the simplified sketch of the QCC743M tape
            carrier including the part orientation, maximum number of devices per reel, and key
            dimensions.

Figure : Carrier tape drawing with part orientation

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

Table : QCC743M
                 -B

| Tape feed: Single | Reel diameter: 330 mm | Tape width: 32 mm |
| --- | --- | --- |
| Units per reel: 800 | Hub diameter: 178 mm | Pocket pitch: 20 mm |

Table : QCC743M
                 -U/ -P

| Tape feed: Single | Reel diameter: 330 mm | Tape width: 24 mm |
| --- | --- | --- |
| Units per reel: 800 | Hub diameter: 178 mm | Pocket pitch: 20 mm |

The following figure shows the tape-handling recommendation.

Figure : Tape handling

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

## Matrix tray information

All matrix tray media is available for sampling only. All QTI matrix tray carriers
            conform to JEDEC standards.

The device pin 1 is oriented to the chamfered corner of the matrix tray. The following
            table lists the key dimensions:

Table : QCC743M
                 -B

| Array | Key dimensions |
| :---: | :---: |
| M | 12.90 mm |
| M1 | 14.50 mm |
| M2 | 22.00 mm |
| M3 | 18.35 mm |
| Units per tray | 7 × 14 (98) |

Table : QCC743M
                 -U/ -P

| Array | Key dimensions |
| :---: | :---: |
| M | 12.90 mm |
| M1 | 12.15 mm |
| M2 | 16.15 mm |
| M3 | 18.35 mm |
| Units per tray | 7 × 19 (133) |

The following figure shows the matrix tray orientation.

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

## Device moisture sensitivity level

Source: [https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html](https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html)

A package’s moisture sensitivity level (MSL) indicates its ability to withstand exposure
            after it is removed from its shipment bag, while it is on the factory floor awaiting PCB
            installation. A low MSL rating is better than a high rating; a low MSL device can be
            exposed on the factory floor longer than a high MSL device. All pertinent MSL ratings
            are summarized in [Table : MSL ratings summary](https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html#device-moisture-sensitivity-level__dhz1612798901371_table_m4v_nts_bkb).

Table : MSL ratings summary

| MSL | Out-of-bag floor life | Comments |
| :---: | --- | --- |
| 1 | Unlimited | ≤ 30°C/85% RH |
| 2 | 1 year | ≤ 30°C/60% RH |
| 2a | 4 weeks | ≤ 30°C/60% RH |
| 3 | 168 hours | ≤ 30°C/60% RH; QCC743M |
| 4 | 72 hours | ≤ 30°C/60% RH |
| 5 | 48 hours | ≤ 30°C/60% RH |
| 5a | 24 hours | ≤ 30°C/60% RH |
| 6 | Mandatory bake before use. After baking, it must be reflowed within<br>                            the time limit specified on the label. | ≤ 30°C/60% RH |

QTI follows the latest IPC/JEDEC J-STD-020 standard revision for moisture-sensitivity
            qualification. The QCC743M devices are targeted as MSL3; see package
            reliability results for final MSL level and the classification temperature. This
            classification temperature should not be confused with the peak temperature within the
            recommended solder reflow profile discussed in SM80-P0982-1.

## Bagged storage conditions

Source: [https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html](https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html)

QCC743M devices delivered in tape and reel carriers must be stored in
            sealed, moisture barrier, antistatic bags. For the expected shelf life, see the <cite class="cite">IC
                Products Packing Method</cite> document (80-VK055-1).

## Out-of-bag duration

Source: [https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html](https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html)

The out-of-bag duration is the time that a device can be exposed before being installed
            onto a PCB.

## Handling

Source: [https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html](https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html)

Tape handling is described in Tape and reel information. For other (IC-specific) handling
            guidelines, see the following topics.

### Baking

Source: [https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html](https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html)

It is not necessary to bake the QCC743M if the conditions specified in
            Bagged storage conditions and Out-of-bag duration have not **been exceeded**.

It is necessary to bake the QCC743M if any condition specified in Bagged
            storage conditions or Out-of-bag duration has **been exceeded**. The baking
            conditions are specified on the moisture-sensitive caution label attached to each bag.
            For more details, see the <cite class="cite">IC Products Packing Method</cite> document
            (80-VK055-1).

Caution:

If baking is required, the devices must be
            transferred into trays that can be baked to at least 125°C. Do not bake devices in tape
            and reel carriers at any temperature.

### Electrostatic discharge

Source: [https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html](https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html)

Electrostatic discharge (ESD) occurs naturally in laboratory and factory environments. An
            established high-voltage potential is always at risk of discharging to a lower
            potential. If this discharge path is through a semiconductor device, destructive damage
            may result.

ESD countermeasures and handling methods must be developed and used to control the
            factory environment at each manufacturing site.

QTI products must be handled according to the ESD Association standard: ANSI/ESD
            S20.20-1999, <cite class="cite">Protection of Electrical and Electronic Parts, Assemblies, and
                Equipment</cite>.

## Bar code label and packing for shipment

Source: [https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html](https://docs.qualcomm.com/doc/80-78830-1/topic/packaging.html)

For all packing-related information, including bar code label details, see the <cite class="cite">IC
                Products Packing Method</cite> document (80-VK055-1)

Last Published: Apr 08, 2026

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