结构仿真实习生 -CR
招聘时间
即日起 至 2026-11-21
招聘单位
博世中国
所在地区
上海
工作地点
江苏 无锡市 新吴区 博世动力总成有限公司 新华路17号
学历要求
硕士
实习时长
每周6天，每天5小时
职责描述
Job description
1.
Perform finite element analysis (FEA) on structural components, focusing on non-linear static, contact, and stress-strain analysis.
负责核心零部件与结构件的非线性有限元仿真分析（静力学、接触分析及应力应变评估）。
2.
Model elastic-plastic behavior, hardening rules, and large deformation of metallic materials.
负责金属材料的弹塑性本构、硬化规律及大变形力学行为建模与仿真。
3.
Support simulation of polymers and elastomers, including hyperelasticity, contact pressure, and sealing performance.
协助开展高分子聚合物与弹性体仿真，重点包括超弹性本构、接触应力分布及密封性能分析。
4.
Post-process simulation results, prepare technical reports, and validate numerical models against test data.
整理仿真收敛性与后处理结果，编写技术报告，并协助对比试验数据完成模型标定。
Requirements
Proficient in FEA solvers (Abaqus preferred, or ANSYS / COMSOL) and pre-processing tools (HyperMesh, SpaceClaim, etc.).
熟练掌握主流有限元分析软件（Abaqus优先，或ANSYS / COMSOL）及前处理工具（HyperMesh、SpaceClaim等）。
Solid theoretical background in metal elastoplasticity (Mises yield criteria, hardening rules). Knowledge of polymer hyperelastic constitutive models (e.g. Mooney-Rivlin, Ogden) is a strong plus.
具备扎实的金属弹塑性力学理论功底（Mises屈服准则、硬化规律）；熟悉高分子聚合物超弹性本构模型（如Mooney-Rivlin、Ogden等）者优先。
Good English reading and writing skills for technical documentation and international team communication.
良好的英文读写能力，能够撰写技术文档并进行基本的跨语言技术交流。
Available for at least 3-6 months, 3+ days per week; can enroll as soon as possible.
每周出勤3天及以上，可实习3-6个月及以上；能尽快入职者优先。
1.
Perform finite element analysis (FEA) on structural components, focusing on non-linear static, contact, and stress-strain analysis.
负责核心零部件与结构件的非线性有限元仿真分析（静力学、接触分析及应力应变评估）。
2.
Model elastic-plastic behavior, hardening rules, and large deformation of metallic materials.
负责金属材料的弹塑性本构、硬化规律及大变形力学行为建模与仿真。
3.
Support simulation of polymers and elastomers, including hyperelasticity, contact pressure, and sealing performance.
协助开展高分子聚合物与弹性体仿真，重点包括超弹性本构、接触应力分布及密封性能分析。
4.
Post-process simulation results, prepare technical reports, and validate numerical models against test data.
整理仿真收敛性与后处理结果，编写技术报告，并协助对比试验数据完成模型标定。
Requirements
Proficient in FEA solvers (Abaqus preferred, or ANSYS / COMSOL) and pre-processing tools (HyperMesh, SpaceClaim, etc.).
熟练掌握主流有限元分析软件（Abaqus优先，或ANSYS / COMSOL）及前处理工具（HyperMesh、SpaceClaim等）。
Solid theoretical background in metal elastoplasticity (Mises yield criteria, hardening rules). Knowledge of polymer hyperelastic constitutive models (e.g. Mooney-Rivlin, Ogden) is a strong plus.
具备扎实的金属弹塑性力学理论功底（Mises屈服准则、硬化规律）；熟悉高分子聚合物超弹性本构模型（如Mooney-Rivlin、Ogden等）者优先。
Good English reading and writing skills for technical documentation and international team communication.
良好的英文读写能力，能够撰写技术文档并进行基本的跨语言技术交流。
Available for at least 3-6 months, 3+ days per week; can enroll as soon as possible.
每周出勤3天及以上，可实习3-6个月及以上；能尽快入职者优先。
