# HTP Parallel Graph Execution

Parallel graph execution enables more than one graph to run concurrently on a single HTP core, allowing them to simultaneously share core resources such as VTCM, HMX, and HVX.

Warning

This feature’s performance is heavily tied to the nature of the two graphs. How much they use resources, whether they can share VTCM, and other factors.

For best performance, it is recommended to merge them into a super graph. This allows the optimizer to schedule them more effectively, improving resource utilization and throughput.

Graphs participating in Parallel Graph Execution must:

1. Be the same `Qnn_PriorityLevel_t`.
2. Graphs must be able to coexist in VTCM.
3. Both graphs must be in the same process.

Warning

This feature is not compatible with multicore, shared spill/fill buffer, nor VTCM backup sharing features.

## VTCM Coexistence

VTCM allocation is always done with 2 numbers:

1. **Page Size:** (must be a power of 4. i.e. 1,4,16). On an 8MB chip a 16MB TLB entry is created, but only 8MB is actually usable.
2. **Addressable Size:** What portion of the page is accessible to the program.

The remaining overmap region is available to other VTCM clients (see VTCM sharing in QNN SDK docs).

![../../_static/resources/htp_pge_vtcm.jpeg](data:image/jpeg;base64,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)

In parallel graph, both graphs must share VTCM meaning a layout would look like the following.
Notice that both graphs must be configured to fit side-by-side in VTCM.

![../../_static/resources/htp_pge_vtcm_layout.jpeg](data:image/jpeg;base64,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)

QNN Priority Mapping

| Setting No | Setting | Graph 1 (purple) | Graph 2 (green) |
| --- | --- | --- | --- |
| 1 | VTCM Page Size | not configurable, always hardware size. | not configurable, always hardware size. |
| 2 | Addressable Size | 7 | 7 |
| 3 | Graph Offset | 0 | 4 |
| 4 | Graph Size | 4 | 3 |

### Executing Graphs in Parallel

To execute graphs in parallel they must first be compatible and meet all requirements above. In addition,
calls to execute must be made separately. That means calling synchronous execute from two different threads,
or calling async execute in rapid succession.

Parallel execution graphs won’t wait. They only share resources if it is possible to do so. If they are unable to execute
the graph gets queued immediately.

1/**
     2 * Graph 1 (purple)
     3 */
     4QnnHtpGraph_CustomConfig_t pgeConfig1;
     5pgeConfig1.option = QNN_HTP_GRAPH_CONFIG_OPTION_PARALLEL_GRAPH_EXECUTION_CONFIG;
     6// Enable concurrency
     7pgeConfig1.parallelGraphExecutionConfig.concurrency = QNN_HTP_GRAPH_CONCURRENCY_OPTION_ALL_SHARED;
     8// Set VTCM Parameters
     9pgeConfig1.parallelGraphExecutionConfig.vtcmConfig.sizeInBytes = 4 * 1024 * 1024;
    10pgeConfig1.parallelGraphExecutionConfig.vtcmConfig.offsetInBytes = 0;
    11pgeConfig1.parallelGraphExecutionConfig.vtcmConfig.sizeTotalInBytes = 7 * 1024 * 1024;
    12
    13
    14QnnGraph_Config_t graphConfig;
    15graphConfig.option       = QNN_GRAPH_CONFIG_OPTION_CUSTOM;
    16graphConfig.customConfig = &pgeConfig1;
    17
    18const QnnGraph_Config_t* pGraphConfig[] = {&graphConfig, NULL};
    19
    20/**
    21 * Graph 2 (green)
    22 */
    23QnnHtpGraph_CustomConfig_t pgeConfig2;
    24pgeConfig2.option = QNN_HTP_GRAPH_CONFIG_OPTION_PARALLEL_GRAPH_EXECUTION_CONFIG;
    25// Set VTCM Parameters
    26pgeConfig2.parallelGraphExecutionConfig.vtcmConfig.sizeInBytes = 3 * 1024 * 1024;
    27pgeConfig2.parallelGraphExecutionConfig.vtcmConfig.offsetInBytes  = 4 * 1024 * 1024;
    28pgeConfig2.parallelGraphExecutionConfig.vtcmConfig.sizeTotalInBytes = 7 * 1024 * 1024;
    29
    30QnnGraph_Config_t graphConfig;
    31graphConfig.option       = QNN_GRAPH_CONFIG_OPTION_CUSTOM;
    32graphConfig.customConfig = &pgeConfig2;
    33
    34const QnnGraph_Config_t* pGraphConfig[] = {&graphConfig, NULL};
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Notice that graph VTCM size is part of the parallel graph config. It will override other values (i.e. context vtcm size or `QNN_HTP_GRAPH_CONFIG_OPTION_VTCM_SIZE`)

Note

These settings must be applied before the graph is either prepared or loaded from a context binary. It is not possible to change these values afterwards and any attempts to change the value will be rejected.

## Visualisation

You may use this tool to visualize how graph sizes will affect VTCM layout.

Warning

Tool is for demonstration only. May contain bugs in implementation.

<!DOCTYPE html>

  <head>
    <meta charset="UTF-8">
    <meta name="viewport" content="width=device-width, initial-scale=1.0">
    <meta http-equiv="X-UA-Compatible" content="ie=edge">
    <title>PGE VTCM Calculator</title>
    <style>
        body {
          margin: 2rem;
        }

        .demo {
          display: flex;
        }

        .demo > div {
          background-color: gray;
          margin: 2px;
          padding: 3px;
          font-size: 18px;
          color: black;
          flex: 1;
          text-align: center;
        }

        .demo > .addressable {
          background-color: lightgrey;
          border: 4px solid magenta;
        }

        .demo > .graph1 {
          background-color: lightblue;
        }

        .demo > .graph2 {
          background-color: lightgreen;
        }

        /* Hide Up/Down Arrows on Numeric Input */
        input[type=number]::-webkit-inner-spin-button, 
        input[type=number]::-webkit-outer-spin-button { 
          -webkit-appearance: none; 
          margin: 0; 
        }

        /* ALERT REGION */
        #alert {
          padding: 20px;
          background-color: red;
          color: white;
          margin: 10px;
          height: 10px;
          width: 100%;
        }

        /* FORM */
        fieldset {
          min-width: 100%;
          padding: 3px;
        }

        fieldset legend {
          padding: 6px;
          font-weight: bold; 
        }

        /* Legend */
        .visual-legend {
          list-style: none;
        }

        .visual-legend li {
          float: left;
          margin-right: 5px;
        }

        .visual-legend li span {
          border: 1px solid black;
          float: left;
          width: 15px;
          height: 15px;
          margin: 3px;
        }

    </style>

  </head>

## VTCM Layout Visualised

### Input Params

    <form>
      <fieldset class="global">
        <legend>Shared Settings</legend>

        <label for="calc_vtcm_size">[1] VTCM Size</label>
        <input type="number" id="calc_vtcm_size" name="calc_vtcm_size" value="8"> <br><br>
        <label for="calc_vtcm_addr">[2] VTCM Addressable</label>
        <input type="number" id="calc_vtcm_addr" name="calc_vtcm_addr" value="7"> <br><br>
      </fieldset>

      <fieldset class="group 1">
        <legend>Graph 1</legend>

        <label for="size1">[4] Size</label>
        <input type="number" id="size1" value="4"> <br><br>
        <label for="offset1">[3] Offset</label>
        <input type="number" id="offset1" value="0"> <br><br>
      </fieldset>

      <fieldset class="group 2">
        <legend>Graph 2</legend>

        <label for="size2">[4] Size</label>
        <input type="number" id="size2" value="3"> <br><br>
        <label for="offset2">[3] Offset</label>
        <input type="number" id="offset2" value="4"> <br><br>
      </fieldset>
    </form>

**Error!**

### Legend

- Overmap
- Unused Mapped VTCM
- [2] Addressable
- Graph 1
- Graph 2

Last Published: Jun 04, 2026

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