arXiv:2602.15039hep-excs.AI2026-02被引 7

GRACE用AI自动设计粒子物理实验,提升探测器性能。

GRACE: an Agentic AI for Particle Physics Experiment Design and Simulation

  • 基于自然语言或论文输入,自动生成可运行的模拟实验
  • 通过蒙特卡洛方法探索改进方案,优化探测器几何与材料配置
  • 适合高能物理实验设计者,推动自主科学推理新范式

我们提出GRACE,一种面向高能与核物理实验的原生仿真智能体。接收自然语言提示或已发表论文作为多模态输入,该智能体提取实验结构化信息,构建可运行的简化模拟,并基于第一性原理蒙特卡洛方法自主探索设计改进。不同于侧重操作控制的智能体,GRACE聚焦上游问题:在物理与实际约束下,提出非显性的探测器几何、材料与配置优化方案。通过重复模拟、物理驱动的效用函数及预算感知的升级策略(从快速参数模型到完整Geant4模拟),评估候选设计,同时保持严格可复现性与溯源追踪。我们在历史实验设置上验证框架,发现其能识别与已知升级优先级一致的优化方向,仅依赖基础模拟输入。另设基准测试,智能体从多组自然语言提示中识别设定并提出改进建议,部分附带相关物理研究论文,覆盖多种高能物理问题场景。本工作将实验设计定义为受物理定律约束的搜索问题,引入复杂仪器自主仿真推理的新基准。

原文摘要 · Abstract (English)

We present GRACE, a simulation-native agent for autonomous experimental design in high-energy and nuclear physics. Given multimodal input in the form of a natural-language prompt or a published experimental paper, the agent extracts a structured representation of the experiment, constructs a runnable toy simulation, and autonomously explores design modifications using first-principles Monte Carlo methods. Unlike agentic systems focused on operational control or execution of predefined procedures, GRACE addresses the upstream problem of experimental design: proposing non-obvious modifications to detector geometry, materials, and configurations that improve physics performance under physical and practical constraints. The agent evaluates candidate designs through repeated simulation, physics-motivated utility functions, and budget-aware escalation from fast parametric models to full Geant4 simulations, while maintaining strict reproducibility and provenance tracking. We demonstrate the framework on historical experimental setups, showing that the agent can identify optimization directions that align with known upgrade priorities, using only baseline simulation inputs. We also conducted a benchmark in which the agent identified the setup and proposed improvements from a suite of natural language prompts, with some supplied with a relevant physics research paper, of varying high energy physics (HEP) problem settings. This work establishes experimental design as a constrained search problem under physical law and introduces a new benchmark for autonomous, simulation-driven scientific reasoning in complex instruments.

实验设计智能体粒子物理仿真

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