pku-yuangroup/llava-cot:40c17578 – Run with an API on Replicate

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pku-yuangroup /llava-cot:40c17578

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An acetal polymer block is fixed to the rigid plates at its top and bottom surfaces. If the top plate displaces 2 mm horizontally when it is subjected to a horizontal force ( P = 2 , \text{kN} ), determine the shear modulus of the polymer. The width of the block is 100 mm. Assume that the polymer is linearly elastic and use small angle analysis. Options: A: 15 MPa, B: 5 MPa, C: 20 MPa, D: 2 MPaAn acetal polymer block is fixed to the rigid plates at its top and bottom surfaces. If the top plate displaces 2 mm horizontally when it is subjected to a horizontal force ( P = 2 , \text{kN} ), determine the shear modulus of the polymer. The width of the block is 100 mm. Assume that the polymer is linearly elastic and use small angle analysis. Options: A: 15 MPa, B: 5 MPa, C: 20 MPa, D: 2 MPa

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temperature

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top_p

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When decoding text, samples from the top p percentage of most likely tokens; lower to ignore less likely tokens, used when temperature > 0

Default: 0.95

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const output = await replicate.run(
  "pku-yuangroup/llava-cot:40c17578a6b98679fc08e1a92fcef1b8000f857bf300a381091a13a67c28754d",
  {
    input: {
      image: "https://replicate.delivery/pbxt/M4VLVgkX95vqs4N9p5IxooxwPEEDTbVLOx9Q91UcYLQj6WwJ/science.png",
      top_p: 0.95,
      prompt: "An acetal polymer block is fixed to the rigid plates at its top and bottom surfaces. If the top plate displaces 2 mm horizontally when it is subjected to a horizontal force ( P = 2 , \\text{kN} ), determine the shear modulus of the polymer. The width of the block is 100 mm. Assume that the polymer is linearly elastic and use small angle analysis. Options: A: 15 MPa, B: 5 MPa, C: 20 MPa, D: 2 MPa",
      temperature: 0,
      max_new_tokens: 1024
    }
  }
);

console.log(output);

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import replicate

Run pku-yuangroup/llava-cot using Replicate’s API. Check out the model's schema for an overview of inputs and outputs.

output = replicate.run(
    "pku-yuangroup/llava-cot:40c17578a6b98679fc08e1a92fcef1b8000f857bf300a381091a13a67c28754d",
    input={
        "image": "https://replicate.delivery/pbxt/M4VLVgkX95vqs4N9p5IxooxwPEEDTbVLOx9Q91UcYLQj6WwJ/science.png",
        "top_p": 0.95,
        "prompt": "An acetal polymer block is fixed to the rigid plates at its top and bottom surfaces. If the top plate displaces 2 mm horizontally when it is subjected to a horizontal force ( P = 2 , \\text{kN} ), determine the shear modulus of the polymer. The width of the block is 100 mm. Assume that the polymer is linearly elastic and use small angle analysis. Options: A: 15 MPa, B: 5 MPa, C: 20 MPa, D: 2 MPa",
        "temperature": 0,
        "max_new_tokens": 1024
    }
)

# The pku-yuangroup/llava-cot model can stream output as it's running.
# The predict method returns an iterator, and you can iterate over that output.
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    print(item, end="")

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curl -s -X POST \
  -H "Authorization: Bearer $REPLICATE_API_TOKEN" \
  -H "Content-Type: application/json" \
  -H "Prefer: wait" \
  -d $'{
    "version": "pku-yuangroup/llava-cot:40c17578a6b98679fc08e1a92fcef1b8000f857bf300a381091a13a67c28754d",
    "input": {
      "image": "https://replicate.delivery/pbxt/M4VLVgkX95vqs4N9p5IxooxwPEEDTbVLOx9Q91UcYLQj6WwJ/science.png",
      "top_p": 0.95,
      "prompt": "An acetal polymer block is fixed to the rigid plates at its top and bottom surfaces. If the top plate displaces 2 mm horizontally when it is subjected to a horizontal force ( P = 2 , \\\\text{kN} ), determine the shear modulus of the polymer. The width of the block is 100 mm. Assume that the polymer is linearly elastic and use small angle analysis. Options: A: 15 MPa, B: 5 MPa, C: 20 MPa, D: 2 MPa",
      "temperature": 0,
      "max_new_tokens": 1024
    }
  }' \
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Output

<SUMMARY> To solve the problem, I will use the relationship between shear modulus, force, and displacement. I will calculate the shear modulus using the given force and displacement values. </SUMMARY> <CAPTION> The image shows a rectangular block of acetal polymer fixed between two rigid plates. The block is subjected to a horizontal force (P = 2 kN) at the top, causing a horizontal displacement of 2 mm. The block's width is 100 mm. </CAPTION> <REASONING> The shear modulus (G) of a material is given by the formula: \[ G = \frac{P \cdot L}{A \cdot \delta} \] where: - \( P \) is the applied force (2 kN = 2000 N), - \( L \) is the length of the block (400 mm = 0.4 m), - \( A \) is the cross-sectional area of the block (width × height = 100 mm × 200 mm = 0.01 m²), - \( \delta \) is the horizontal displacement (2 mm = 0.002 m). Substituting these values into the formula: \[ G = \frac{2000 \, \text{N} \times 0.4 \, \text{m}}{0.01 \, \text{m}² \times 0.002 \, \text{m}} \] \[ G = \frac{800}{0.00002} \] \[ G = 20 \, \text{MPa} \] Thus, the shear modulus of the polymer is 20 MPa. </REASONING> <CONCLUSION> C </CONCLUSION>

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Generated in

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