FEA Engineer – HyperMesh / 3D Meshing
e-mug Technologies Pvt. Ltd.
Don’t send a generic resume — generate a resume and cover letter tailored to this exact role.
Job summary
e-mug Technologies Pvt. Ltd. in Alwar invites applications for an experienced FEA Engineer specializing in HyperMesh. You will support automotive and mechanical engineering projects by creating high-quality 3D finite element meshes and ensuring mesh integrity.
The role requires hands-on experience with Hexa and Tetra meshing, CAD geometry preparation, and close coordination with CAE teams to meet project standards. Diploma to BE/BTech in Mechanical or Automobile engineering is preferred.
Qualifications
- Diploma/B.E./B.Tech in Mechanical or Automobile Engineering.
Responsibilities
- Create and perform 3D finite element meshing using HyperMesh
- Generate Hexa and Tetra meshes
- Prepare and clean CAD geometry for meshing
- Perform mesh quality checks and optimization
- Work on components related to automotive, power transmission, casting and sheet metal
- Follow project-specific meshing standards and requirements
- Coordinate with CAE and engineering teams
Skills
Education
Tools
Job description
Experience: 1-5 Years
Location: Alwar, RJ
Employment Type: Full-Time
We are looking for an FEA Engineer with HyperMesh and 3D meshing experience to support automotive and mechanical engineering projects.
- Create and perform 3D finite element meshing using HyperMesh
- Generate Hexa and Tetra meshes
- Prepare and clean CAD geometry for meshing
- Perform mesh quality checks and optimization
- Work on components related to automotive, power transmission, casting and sheet metal
- Follow project-specific meshing standards and requirements
- Coordinate with CAE and engineering teams
- HyperMesh
- 3D Meshing
- Hexa / Tetra Meshing
- Automotive
- Power Transmission
- Casting
- Sheet Metal
- Basic knowledge of FEA/CAE
Diploma / B.E. / B.Tech in Mechanical or Automobile Engineering
1-5 years of relevant experience in FEA pre-processing / HyperMesh.
'/%3e%3cpath%20d='M101.744%2012.4726L102.894%2016.1947L99.0021%2013.2201L101.744%2012.4726ZM105.3%208.40937H100.488L99.0026%203.59473L97.5116%208.41047L92.7%208.40385L96.5965%2011.3834L95.1055%2016.1942L99.0021%2013.2196L101.408%2011.3834L105.3%208.40992V8.40937Z'%20fill='white'/%3e%3cdefs%3e%3clinearGradient%20id='paint0_linear_5593_1381'%20x1='90'%20y1='9.44471'%20x2='99'%20y2='9.44471'%20gradientUnits='userSpaceOnUse'%3e%3cstop%20stop-color='%2300AD70'/%3e%3cstop%20offset='0.998594'%20stop-color='%2300B67A'/%3e%3cstop%20offset='1'%20stop-color='%23DCDCE6'/%3e%3c/linearGradient%3e%3c/defs%3e%3c/svg%3e){kind=small}
