# HTP Yielding and Pre-Emption

Warning

Please note that this document is meant to accompany the HexagonSDK’s documentation
on Resource Management and Multithreading notes. Please familiarize yourself with that
material before proceeding.

Yielding and pre-emption of Hexagon clients (QNN Graphs or non-ML use-cases) are based on HexagonOS client thread priority.
Every graph in QNN will acquire VTCM with a priority specified by `Qnn_Priority_t`. The priority mappings are listed in the
table below.

QNN HTP Priority Mapping

| Qnn\_Priority\_t | Hexagon OS Thread Priority |
| --- | --- |
| QNN\_PRIORITY\_LOW | `0xc5` |
| QNN\_PRIORITY\_NORMAL\_LOW | `0xc3` |
| QNN\_PRIORITY\_NORMAL | `0xc0` |
| QNN\_PRIORITY\_NORMAL\_HIGH | `0xbd` |
| QNN\_PRIORITY\_HIGH | `0xbb` |
| QNN\_PRIORITY\_HIGH\_PLUS | `0xb6` |
| QNN\_PRIORITY\_CRITICAL | `0xb1` |
| QNN\_PRIORITY\_CRITICAL\_PLUS | `0xac` |

Warning

This page is not applicable to Windows platforms since the yielding and pre-emption
of QNN Graphs relies on the MCDM framework instead of Hexagon OS thread priority.
After QNN SDK 2.29.0, on Windows platforms all four priorities are mapped to the same
Hexagon OS Thread Priority `0xc0`. Instead, the scheduling and preemption rely
on the MCDM framework in Windows OS. The graph priority is considered by the MCDM framework
but the OS determines the final priority and may not fully adhere to the priority set by clients.

Preemption enables a higher priority client to be given access to hardware resources
(such as VTCM) and allows the high priority client to be schduled immediately.

## 1. Base Case: Single Client Pre-Emption

First we will document the base cases (these apply whether clients are either
are in the same PD or different PDs). The client is any thread that has called
vtcm cached acquire. As per the SDK docs:

1// Set Hexagon OS client priority, see above table for values
    2// used by QNN. Only works prior to V81
    3int err = nn_os_set_current_thread_priority(priority);
    4
    5// Initiate request for VTCM resources. This will trigger a pre-emption
    6// or queing based on scenarios demonstrated below
    7int err = HAP_compute_res_acquire_cached(vtcm_context, TIMEOUT_US);
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### 1.1 Same Priority

Both Client A and Client B have the same priority.
In this case graph B must wait for graph A.

![../../_static/resources/htp_yield/base_queue.png](data:image/png;base64,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)

### 1.2 Lower Priority

Client A is a higher priority than Client B.
Client B must wait for Client A to finish, which is identical
to the case where both graphs are the same priority.

![../../_static/resources/htp_yield/base_queue.png](data:image/png;base64,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)

### 1.3 Higher Priority

Client A is a lower priority than Client B.
In this case graph A will be pre-empted.

Please note that although Client B is higher priority it must still
wait for the Hexagon OS to evict Client A. Therefore, Client B isn’t
able to execute right away.

![../../_static/resources/htp_yield/base_higher.png](data:image/png;base64,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)

### 1.4 Complex Example

In this use case there are three clients:

- Two QNN Graphs (Graph 1 - high priority and Graph2 - low priority)
- One customer application - priority inbetween graph’s 1 & 2

![../../_static/resources/htp_yield/base_complex.png](data:image/png;base64,UklGRioTAABXRUJQVlA4TB0TAAAvqIIzANV4of/fb1vZ/wIDCwsDC+f/BBoGGhoaBhp6/hsGGhoaGhoGBgYazQr0uiiw7JadVWvvLWlL2rI1/+K4fmuc3oxS67VcNTfLxzfLvc0ZZcerSY/qMyetpNjWHjfShYaCgTVXwYKBtYQsoaFhz93LMQzsuQ0FfygoKCho+EMZ2LbpsfPYeajXh4uLwWBw8eBicHExGByc/hcPpqVgsLg4GAwGi1Mb7L8s2lbq1lpARtNo7m7ow3qbHL6/QXBq//Cfv+2nhgZ6Ng7lmj2lFTigNAwilI6tEbLt5JotpW0cQb5SrYMIpaHz/ASwzXOEOuiiA633sYsCtpEWsZJHxrQbAWYPYmmHzDKBg1K7aF0F6jjGC3QxKcM+JjbKzDhvQQdAZps5LoUvg09JCkNLvoNxpDUwKSEffmI4wChNV2vrL5krHYCRIBOSXDOKzqMJ9sDoWK8THMKghOuoCYwss3gdhJFjyTzdAQPRlAFmBpnWGUacggi5VaIrHYCR5YgET3iwGtaXsxy/QM7piJAyivgXRWaF+7XWOvBqEvZWhHCjkHkUAWZontAC63snJocCCaW2mWBlTopIXwOiFdtcRYEYmf6IURZFmcni03IEmDXRNlZeL7QOwla01ovVLE9nyUcB50k+mwP8jibfQAhnYCxo+idsYd8ALcPm50Epy1AHpYTLIAx3DM+vJ1rrwKvJKuzZKJRrVpSOnZgcCi6U2lm4JIXBGZlkAi6ltggaTTUczX92zLpSr9vATitKeVvsWGiRRi/kdQsHArwZjdgPZrVumkKLUclX9Xx429b9tCuhiTC6wo41axE9FzNhVL83r1vPB4AmHpoiEcZ/+WTHhN6AMH7/uXrdOJeeo/5MqRIQh23nEMbvPv93ib13Tj/jfT8e+vixFkQiBRY8c2HEscM+KM/fWgyA2L4EWHA3BuC09/ndPBimEEAcYncm3hvGjCt67TgZQgEsvBpejmTv7/FeENHUaMf9A+wmdoXbCeuORGwYM64w2rEyxAJM1HAyY9k+CJMheRl5fiS6ogQckKhB5AVWecm0wNkZ150AIC9yX9CUaswBQH7AsBiImfdsRsZPFgondt81kQATNe+r72vxzPYCAAwcroIm6XY2qvYzR4tdkX+gKe3xqssmMSZ+haYcFR6xKTAkqhPjRuw7/QDYHnIpvrTqWmMxi3X50lAomAgQiii9NRRf23rFjJYl+wA8f7t9XLHXjgpL+JoeCMyYVkTYgYApT0cQIScqAh1Sve0AszfJVN43o+1SQGVtcfV9xdJEgFBEoTRM4spama91kr0apd/dkQKoz9iQn3pvsoDT03SFNruCrspMjau/WIFYATmIugR2Y5U8N8B+RzPBVICZiG0N1ff1fQhIf2yVupW3pTPOPhcVrGzP24b8LAe0xSm+ppOuoBnGdCQAGwzREfzCCX6ygOr3GlfWJgHHFrX5onqUAXj+9qnHhvxM1+UkRwVdMe1xelkDT4pDQabUiRqNu1tRjLsdoFBA+dKqa11I4QfcsXdLjnAQ3lGbm6YNudpbV5SBFnvs82sO8DSYAiSG6/YLQDMun38VTiwBCXDdznrIjkEYfSye5rSZc61VZnp2SsL526lYwZQT0Izy8pn4HJhp+W5oNJmt/fa9WICJCEZgda2I4veSYzBGd8WTnJ8cz3qcNJVhdFUYZ6PtyzqwBy3fewoF/xHGyRAKEIswYvE/1bXeofhK/F5u9PV4a3jecdmUnhyPejvsO3O71o8S8mH4+hsI3I3Wo3xphUL+v6Vzq76v8mOgmr91VOm+bkN+Ou+2f13IbuUem+s9jmPZtx3IUT+mVBnopmFD3hrDS5cVugHtZufHJjK3Dty/g9V7bhvyT9rlpUsKnWnOFXBmgbhH1sfP33rOKu4b8nZo61wtJgQmdI9bP703rRJ00WNDLtRq5+xX5rfaVtzzZ78aMYjzAgXPzUw7+yH/zP0woLuewHM+Mz/J1D4MZK7Q4skBfVc8ld6Rir/89P9NvDlFcvtEelg48dgGZKWqQR+4bsqPUfCCVz9+WvoNv4oeAcyKV63uFr8OXq7L6lmreo8RlKJLxrhpCEp54e1xU97XBSpUILsuppWram+qc8t0WnV1ok6pgVjpSu48hPV6qtw1RXLMLfNTiZyYThqElYYuYBm67WAdudw9HIuAhUzr5TZ+gnwp40+tum4u79B1U972jAKX+dsmkOLeEq6vp6qtv9jxDFy6DXEADLUWlFdlokC7uWiFhiEuGwMWDoFd6BFea1FFICIFbq+nquYWfxesUAUWeoFLbaG8qgwj19dT9TG+C1DIlvkOtNazfGmhvKoIqaCeKtcO6D9ctPXBSZPwHqzd22F9794pkujNpvyFVyrzsQ2sSm0zxFprvcbQzspV5OKDdSwenkhvgxK4ghSNxtabvF64+uOH3v3z+4Bk5RL7YPiES1F5VbwCb9RTdXv3E9NzBiu/2jKv+8tL9VTt6zblx1eBDp6qp6ppiEvGQAdv1VO15xb/J+hAzmD7CBNPDOgr7nHdzTWPLR7g662qwSNTJEWPi5beLY8tduJoDBBK7SxUcrCix035wJUnjt/8xHSxZX5nCPhyfRFr3dI/5Ftm7p1eICKOb6835W3P2167bdNbRuqWKWekbvgWx2XjIIpSPn4WD3e3An+8PeCXhzdax7vux2JfF+s357fR28e2jkEkIi4bafGfn5hKxl67HQ9GatM16kkdWFdCrQCzeDGs+NaYLHvs8Vb37NHoRz0ZQhGsuAXT7s5E6oDc7UdvW/vwSaaHBcerHos7/tl+Fxt2x6oTiIg7s/7It+MFHM5myHHqKoIKrgLLb1HNFVB39mMz02PEEokJN3MubysxFveMeBEUi9rxAk7/nyh27LqsCr5arK/TikLN6975Ub1tzR97oda46MHyRTh+COnZMdaPi/By2D/x5EXEJu3ixoxeu/q8/CSfhhKnTML1t5WTIwr9l0yU83+/2N+8bq1r2Q7jijvDhy9cE6Zii5Z+S/r89vb1tqkrGBOIiImE7eLHz28/b5lbeqK7N9d35ITJ+IsG6skRhb7bJBTm/MWfN6/bzeQn7RKDWfR21NRrHccxU0lYw/Bw8USa3bJ/x4UXEccxidt9vt6U/1k30JS+u7sDTd1lnCsoRxT67Y5CYc7/+59et5Obf2+NIW4amDfwBsSV2hAREfusF4ggoqmoHcW8NFahK105OWLcZ8lcmPOTE0f96bzHDcND/FlngkrCZD2HY5NXhTvdvTly2P11/taNOb+5cTTr9f3czDmO72MtP2InnEjyRvfmyGn3zW5uzflPgJsT5zQ3+vA0U3x/n8e3kmM6JXIiANnu2hw57n6JQzk/MYz9rDw54WQIBbDwang50jJenmPciw1f7/NddzbkjiMcQrJ7J0ey3SdxKG4MYz4rjXasDLEAEzWczBt53mzDs2OON/y6v4/zhfQQf9MTV8wwJRJKEktjkO2eyZF0908y+TmHYcxbkNGOkbGN0sFhKBJgoubk+e7esJAAgES/ud3KZGyouDkQAFBAjTSdcpWHCctj2RdJmu6iTZpSk0Xkw1eGtBpS4BfoId29kiP57ptNarUwYz3J1AbH1Rf7m5jq9LjabqKYmAgQimh0sTc43q0NZSb9xLixlXN8v5nJ2Cqd8RHHqFNQeZiQHaLNy7Yok3qvnAovNZog0qixp7GHdK/82LyTI8lejeKTO+qMk2rb1kuIbLpVI9/biYAvN8938a2JAKGI4kFPwBc26VJvbGaKt0cnvQcBHdIDhuLKw3KOAvKWeCCa0hCHguYYEu0QHUEP8plS9bp6JUfSH1vtutHIJ+dvG7U48e50c2KCqQAzETlenbxy4t1pe3TPeufEgqhL5ILKw4Q0mAM7bJMoPwOAnCs+TPaCqaqx9mNTVI7qUXxz/rZVizHec4BvcXPzRQKCdyf530yYls4shJWH5SBaMZ26vKoTM6IZVkREU8FCeoSqypE/dhO5fIoJ9oPjam0ghffYGx5XmfGe9JwzLpsaLseog0SVhw3R4hGrAIh2sc8jcUAMjbsr6IhVm2UwdzPSpIeHctSPdBO6dA7D0kEOSID7Bv0L9JCdcweccAak4y5JVHnYvuAFfCwzTZMrmlKLJaTpLj8STcYpo0h2KCtHPolDbkg0mYH814lYgIkIRuA77CQ3J5Jz7oQTIJi2tSpgOp2aKZIe6sqRj87fOpD1nkDBf+5wMoQCzESc3FSn3cpxdY69wUtk5zyT7+TA5IH0rUrLkR82cWxnkmdt2s1imv9fo/NKes51A4KbUnF5qC1HPrmjULs66/znreScs0fDAXd9KCpH/krGj/kU82v5TDvgrg9V5cg/V8S2Vsv5R1oL3ePGh4py5ONnv67VcEanNf/e26a5o6GiHPk4ei37HHmfP3N/3WdfT0BVVx3pl46Gz+LEgD7gUmp7R5JfbAGX0gCVYHglaLS/T0AFrqykaSWz6qiAqd4q+R8AbRzBiamegEFp6BWeI9QBFpksAAbbSsNlwDV/u49RmqfDlW3MHkwVs3x4b6Uoq4Cr2yXqOEZ0PilDLsmn9XKMK1OudLDFHJfCl8GnJIWhJZ+NI7NKwQ4wStPVWjwQxsyMxSECLhJkQpJrRtF5NMEetElxKyVcR/cYiQcYSE2IrnSwRZZjyfQFDETTWphZKBcoQi4cnq+QsIiLsgqymoQ5IsHoF6yG9eUsx1luoQArDYgewxj5Qsz63onJoaBBqW16K0K4Ucg8igAztBkfkb/WYq6ioItsgpU5KSJ9DYhWTMiYl4N5vF5oHXCtaP0RoyyKMpPFp+UIEDURwUtGvgig/gn76MVqlqez5KOA8ySfzXsIKgWzAAwzK8oq4MK+AVqWLUMdlBIuAzAyyVhWej1RyFeZgbbeKrlmWenYicmhQEKpnYWbUhiIkUkm4FL6F4KzX3/0cetTrm2oMFpRyMetX7mGrRqwfBXqfsm8UwVWo33sW7xtjbY57S5sIr6uf/9uzdjL2xJaeh40+sfRzeJ1a7aNQpc2cWzCQ/yXUvp3E3oDwvjz3R+vm+FO7siFiGMg8AaE8ef73143xh3EhSvCGAw8c2EsFg67OuZv/SFIcNCI1L/RjZEkTrsLu/l5AMT2JUDx7tIAHHf34XQoHwKIQ+3uSCwMY8cViwUnQyiAxVyNbHcd/hhENCWunbgWK3YTu0KmlQQo1p2IxDBmXGG0Y2WIBVhU4wl3YRPFxr5AiXQk8vySSsABSVyLFc7OuO4EAPnXfUFTqjEFANV6Jj9gGPN2bbRjZGxrxaW2b/6aCBCK6Lys1XIUNACQ70qYv61GUexW+pBTizkuKf9gVosVu+Co8IhNgSFRnRjPZwApdmPlx8b0kEylnJ2bJRHznW6WF4qqiQChiL2yo1qOw5v1O2a0LNlHCpi/7YyTatetK6ZKpUociApLKDJ9h5mgFisBU56OIEJONESH9OD90bIDVWBV9yVZnMrm8GY12l4IOLjZkh9wYSJAKGJnaYiSCJD+2Go/FhopYP62EUW1izbRZAE1nqYrjAW1WFmBWAE5iCaqXejyttTq5sQiWZhgKsBMRI4fks7NKn/R6AvVoyhh/rYZu1qdJmmRaItTfE0nglqsbDDkSltTavS+LzXbX+NuB7jAD0kkAeFCcoRu6+aTXgHyySTHiqZsLVY8KQ4FmVInarw07lZsaNblU1TRPL06N0ulnBJg7tbM3VLDhd380alFlEGU4JKmbC1WPA2mAInhup2BFBu8S+f74lIvAAlw3c56yAw3zt/6pROx7UxKsJpOxQqmgnY0xwdSazjihkST2drThbkAs+ndw5sVhaUlC8mhiPlbJzYq9LVU4aE4EjXilBQbmQPOCOT+y4uTIRRgJmKRVJYj6tws1XIgeYnMUMjvYH3MqcVhPtzjhBR7uwEtcJf+YrB5es3yz7XT0blZk4XM2449n92IrzkRkWpDN6Bd70mSJBJDOb+D9bONUwX3yDTnCjizgOuhkt/BCr1vNyYEJnSPm9N707Zw3v397FclVYF17/mzX2e9UBQ6GTiuJ3Dv/esJBKdXaPmHYvVW/dUtLexCfr1B4wBL6dw6bfQYIUi0EfNasGxjyP8DV6MAS+nY5lgE1nYZ2Cn9uwVkYWaJ4E7pX9facpSPlhIBIF3sAUooYHQuXWleRsYdEKUw3wGgoKNxneSrpWqOBgDz55tLqGO8HF/JffzSxa569dmVIFnp+Dzax4w7ICphMbwWpEklJPNoHqrnaMD8+eYShuf6fCgXJ8QuU+lKo0UJ3AFRylNxIUqTSsgjHQ3VczRg/nxzCWmko1QuTogNx7KVAuk5d0BUQnqVlnCtoKNRQm+RqudowPz5pkwmSSRd6TJMVMQ8micK4rqE9EpFmD/fVLkyL2HpwMOLcgV9uA8j4dFQiy0SBa2YP98U2eR+uJSudA/rZThS0NelK2PBHQ21cD1cKKiJ+fPNqzsCOLFSlUZylX4apqu1giaglqs8uVbQ0QBmc62gHQGmz7fg1P7hP//QCw0A)

## 2. Resource Sharing under Concurrency

It is possible for any two clients to execute simultanouesly if
they share HVX and VTCM resources, only one may hold HMX.
Refer to [HTP VTCM Sharing](https://docs.qualcomm.com/doc/80-63442-10/topic/htp_vtcm_sharing.html#htp-vtcm-sharing) to understand how to share VTCM.

Please note there are a few scenarios where concurrency is not supported:

1. Concurrency is not supported across PDs in any case.
2. Concurrency is not supported prior to Hexagon V73, please see [HTP VTCM Sharing](https://docs.qualcomm.com/doc/80-63442-10/topic/htp_vtcm_sharing.html#htp-vtcm-sharing) documentation.
3. It is impossible for two QNN graphs to execute concurrently.
4. QNN will always take the HMX unit, so the other client may not utilize it if they wish to
execute alongisde QNN. If another client has the HMX unit then QNN will pause until it can
acquire it.

## 2.1. Same PD - 2 Graphs, 1 Client App

In this example there are 3 clients. Our device has 2 HVX threads, 1 HMX unit, and 4MB of VTCM.

| Client | Priority | HMX units | HVX units | VTCM |
| --- | --- | --- | --- | --- |
| QNN Graph1 | High | 1 | 1 | 3MB |
| Client App | Medium | 0 | 1 | 1MB |
| QNN Graph2 | Low | 1 | 1 | 2MB |

![../../_static/resources/htp_yield/same_pd.png](data:image/png;base64,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)

| Time | HMX | HVX0 | HVX1 | VTCM 0 | VTCM 1 | VTCM 2 | VTCM 3 |
| --- | --- | --- | --- | --- | --- | --- | --- |
| 0 | Graph 1 | Graph 1 |  |  | Graph 1 | Graph 1 | Graph 1 |
| 10 | Graph 1 | Graph 1 | Client App | Client App | Graph 1 | Graph 1 | Graph 1 |
| 30 | Graph 2 | Graph 2 | Client App | Client App |  | Graph 2 | Graph 2 |
| 50 | Graph 1 | Graph 1 | Client App | Client App | Graph 1 | Graph 1 | Graph 1 |
| 60 | Graph 1 | Graph 1 |  |  | Graph 1 | Graph 1 | Graph 1 |
| 70 | Graph 2 | Graph 2 |  |  |  | Graph 2 | Graph 2 |

## 2.2. 2 PDs - 2 Graphs, 1 Client App

In this example there are 3 clients. Our device has 2 HVX threads, 1 HMX unit, and 4MB of VTCM.

| PD | Client | Priority | HMX units | HVX units | VTCM |
| --- | --- | --- | --- | --- | --- |
| 1 | QNN Graph1 | High | 1 | 1 | 3MB |
| 1 | Client App | Low | 1 | 1 | 1MB |
| 2 | QNN Graph2 | Medium | 1 | 1 | 2MB |

![../../_static/resources/htp_yield/multi_pd.png](data:image/png;base64,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)

| Time | HMX | HVX0 | HVX1 | VTCM 0 | VTCM 1 | VTCM 2 | VTCM 3 |
| --- | --- | --- | --- | --- | --- | --- | --- |
| 0 | Graph 1 | Graph 1 |  |  | Graph 1 | Graph 1 | Graph 1 |
| 10 | Graph 1 | Graph 1 | Client App | Client App | Graph 1 | Graph 1 | Graph 1 |
| 40 | Graph 2 | Graph 2 |  |  |  | Graph 2 | Graph 2 |
| 70 | Graph 1 | Graph 1 | Client App | Client App | Graph 1 | Graph 1 | Graph 1 |
| 100 | Graph 2 | Graph 2 |  |  |  | Graph 2 | Graph 2 |

Last Published: Jun 04, 2026

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