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Bayesian Differentiable Physics for Cloth Digitalization

CVPR 2024 · Probabilistic and scientific modeling › Dynamical systems · approach: Physics-informed dynamics learning · 4 citations (OpenAlex)

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Proposes a Bayesian differentiable cloth model that infers heterogeneous, stochastic stretching and bending parameters of real fabrics from a single Cusick drape silhouette, plus a new Cusick drape dataset.

Problem

Digitalizing specific real cloth samples (replicating their physical behavior) from very small, accurately measured Cusick drape test data, where existing methods assume homogeneous materials, deterministic dynamics, or need large datasets or 3D motion.

Approach

Treat cloth physical parameters as latent variables with a learnable Gaussian variational posterior, optimized via variational inference (reparameterization) through a differentiable implicit-Euler cloth simulator with per-element (heterogeneous) stiffness, and a differentiable renderer that compares predicted silhouettes with the single observed drape image.

Key results

Measured effects reported in the paper

What was changedWhereMeasuredEffect
Use the Bayesian differentiable cloth model instead of HOMOcloth digitalization · Cusick drapeAvg MSE: 5.72 × 10−2 -> 3.84 × 10−2Helped
Use the Bayesian differentiable cloth model instead of HOMOcloth digitalization · Cusick drapeAvg H. Dis: 3.40 × 10−2 -> 2.17 × 10−2Helped
Use the Bayesian differentiable cloth model instead of HETERcloth digitalization · Cusick drapeAvg MSE: 5.51 × 10−2 -> 3.84 × 10−2Helped
Use the Bayesian differentiable cloth model instead of HETERcloth digitalization · Cusick drapeAvg H. Dis: 3.28 × 10−2 -> 2.17 × 10−2Helped
Add element-wise material heterogeneityHOMO cloth model · Cusick drapeAvg MSE: 5.72 × 10−2 -> 5.51 × 10−2Helped
Add element-wise material heterogeneityHOMO cloth model · Cusick drapeAvg H. Dis: 3.40 × 10−2 -> 3.28 × 10−2Helped
Use gradient-based optimization instead of REMBOBDP cloth model · Cusick drapeAvg MSE: 6.03 × 10−2 -> 4.52 × 10−2Helped
Use gradient-based optimization instead of REMBOBDP cloth model · Cusick drapeAvg H. Dis: 4.25 × 10−2 -> 2.01 × 10−2Helped
Use gradient-based optimization instead of HeSBOBDP cloth model · Cusick drapeAvg MSE: 5.90 × 10−2 -> 4.52 × 10−2Helped
Use gradient-based optimization instead of HeSBOBDP cloth model · Cusick drapeAvg H. Dis: 4.35 × 10−2 -> 2.01 × 10−2Helped

Surprising findings

Limitations

Experimental setup

Datasets: Cusick drape silhouettes collected under BS EN ISO 9073-9:2008

Benchmarks: Cusick drape silhouettes (train on 1, test on remaining 11 per cloth type)

Metrics: MSE Hausdorff distance radius-angle graph

Baselines: HOMO HETER REMBO HeSBO

Builds on: differentiable cloth simulation variational inference DIB-R differentiable renderer implicit Euler method

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