InternVL3_5-1B

This version of InternVL3_5-1B has been converted to run on the Axera NPU using w8a16 quantization.

This model has been optimized with the following LoRA:

Compatible with Pulsar2 version: 5.1-patch1.

Please note that the context of the model is 2k and the maximum prefill length is 1k.

Convert tools links:

For those who are interested in model conversion, you can try to export axmodel through the original repo:

https://huggingface.co/OpenGVLab/InternVL3_5-1B

How to Convert LLM from Huggingface to axmodel

AXera NPU HOST LLM Runtime

AXera NPU AXCL LLM Runtime

Support Platform

• AX650
  • AX650N DEMO Board
  • M4N-Dock(爱芯派Pro)
  • M.2 Accelerator card

Chips	image encoder 448	ttft	w8a16
AX650	364.412 ms	5072 ms	21.60 tokens/sec

How to use

Download all files from this repository to the device

$ tree -L 1
.
├── assets
├── config.json
├── examples
├── gradio_demo.py
├── infer_axmodel.py
├── infer_torch.py
├── internvl3-5_axmodel
├── internvl3-5_tokenizer
├── README.md
├── utils
└── vit-models

6 directories, 5 files

Install transformer

pip install transformers==4.57.1

Inference with AX650 Host, such as M4N-Dock(爱芯派Pro) or AX650 DEMO Board

Interactive conversations using the Gradio API:

$ python3 gradio_demo.py --hf_model internvl3-5_tokenizer/ --axmodel_path internvl3-5_axmodel/ --vit_model vit-models/internvl_vit_model_1x3x448x448.axmodel

Plain text dialogue:

Image understanding:

---

Run the following command on the Axera board to start a chat conversation:

$ python3 infer_axmodel.py --hf_model internvl3-5_tokenizer/ --axmodel_path internvl3-5_axmodel/ --question "请计算函数[y=2x^2+2]的导数, 并提供 markdown 格式的推理过程"

output:

[INFO] Using provider: AxEngineExecutionProvider
[INFO] Model type: 2 (triple core)
[INFO] Compiler version: 5.1-dirty 0fdbfe15-dirty
Model loaded successfully!
slice_indices: [0]
Slice prefill done: 0
answer >> 函数 \( y = 2x^2 + 2 \) 的导数可以通过求导法则来计算。首先，我们对函数中的每一项分别求导：

1. 对于 \( 2x^2 \)，使用幂法则求导：
   \[
   \frac{d}{dx}(2x^2) = 2 \cdot 2x = 4x
   \]

2. 对于常数项 \( 2 \)，其导数为 0，因为常数的导数为 0。

将这两部分的结果相加，得到函数 \( y \) 的导数：
\[
y' = 4x
\]

因此，函数 \( y = 2x^2 + 2 \) 的导数为 \( y' = 4x \)。

Enter the following command to perform the single-image understanding task:

$ python3 infer_axmodel.py --hf_model internvl3-5_tokenizer/ --axmodel_path internvl3-5_axmodel/ --question "请描述这幅图" -i examples/image_0.jpg --vit_model vit-models/internvl_vit_model_1x3x448x448.axmodel

output:

[INFO] Model type: 2 (triple core)
[INFO] Compiler version: 5.1-dirty 0fdbfe15-dirty
Model loaded successfully!
slice_indices: [0, 1, 2]
Slice prefill done: 0
Slice prefill done: 1
Slice prefill done: 2
answer >> 这是一张红熊猫的照片。红熊猫是一种红棕色的哺乳动物，通常生活在亚洲的森林中。它们以捕食昆虫和小型无脊椎动物为生。图片中，红熊猫正坐在一个木制的平台上，背景是绿色的树木和植被，显得非常自然和生动。红熊猫的表情看起来很友好，似乎在观察或等待什么。