- Imports FE meshes from NASTRAN, ANSYS, ABAQUS
- Loads frequency response data from NASTRAN OP2 files, NASTRAN Punch files, ANSYS RST files
- Fills holes and gaps in the FE and BE meshes
- Skins FE meshes to generate surface BE meshes
- Stitches seams
- Applies wide variety of boundary conditions
- Sets analysis parameters using interactive dialog boxes
- Runs acoustic analysis using Fast Mulitpole Method (FMM) in conjunction with Boundary Element Method (BEM)
- Imports FE meshes from NASTRAN, ANSYS, ABAQUS
- Loads frequency response data from NASTRAN OP2 files, NASTRAN Punch files, ANSYS RST files
- Fills holes and gaps in the FE and BE meshes
- Skins FE meshes to generate surface BE meshes
- Stitches seams
- Applies wide variety of boundary conditions
- Sets analysis parameters using interactive dialog boxes
- Runs acoustic analysis using Fast Mulitpole Method (FMM) in conjunction with Boundary Element Method (BEM)
- Imports FE meshes from NASTRAN, ANSYS, ABAQUS
- Loads frequency response data from NASTRAN OP2 files, NASTRAN Punch files, ANSYS RST files
- Fills holes and gaps in the FE and BE meshes
- Skins FE meshes to generate surface BE meshes
- Stitches seams
- Applies wide variety of boundary conditions
- Sets analysis parameters using interactive dialog boxes
- Runs acoustic analysis using Fast Mulitpole Method (FMM) in conjunction with Boundary Element Method (BEM)
- Imports FE meshes from NASTRAN, ANSYS, ABAQUS
- Loads frequency response data from NASTRAN OP2 files, NASTRAN Punch files, ANSYS RST files
- Fills holes and gaps in the FE and BE meshes
- Skins FE meshes to generate surface BE meshes
- Stitches seams
- Applies wide variety of boundary conditions
- Sets analysis parameters using interactive dialog boxes
- Runs acoustic analysis using Fast Mulitpole Method (FMM) in conjunction with Boundary Element Method (BEM)
直观的用户图形界面具如下属性：
- 可直接引入NASTRAN、ANSYS以及ABAQUS有限元网格
- 可从NASTRAN的OP2文件、Punch文件以及ANSYS的RST文件加载频响数据
- 可填补有限元和边界元网格中的洞或空隙等空缺区域
- 可利用有限元表层网格生成边界元网格
- 可缝补间断网格
- 可应用多种边界条件
- 使用交互对话框设置分析参数
- 将快速多极点法与边界元理论(BEM)相结合进行声学分析