Example1 Radiation Impedance of Disc

General

  • A vibrating disc is placed in the air. The sound waves generated by it are analyzed.
     

  • The sound power, the radiation impedance and the sound pressure distribution for each frequency are solved.

     

  • Unless specified in the list below, the default conditions will be applied.
     

 

Analysis Space

Item

Settings

Analysis Space

3D

Model unit

m

 

Analysis Conditions

Item

Settings

Solver

Acoustic Analysis [Mach]

Analysis Type

Harmonic analysis

Options

N/A

The harmonic analysis tab is set up as follows.

The sound waves propagate outside the analysis region. Therefore the “open boundary” condition below is applied initially.

Tabs

Setting Item

Settings

Harmonic analysis

 

Frequency

Minimum: 200[Hz]

Maximum: 3000[Hz]

Sweep Type

Select Linear step by division number.

Division number: 20

Sweep Setting

Select Fast sweep.

Tolerance: 1.0×10^-2

Open Boundary Tab

Type

Absorbing boundary

Order of Absorbing Boundary

1st degree

Coordinates of Origin

x = y = z = 0

Model

The air hemisphere is created from a solid body. The open boundary is set on the surface of the hemisphere.

A circular sheet body is defined for imprinting.
Its boundary condition type is speed.

Body Attributes and Materials

The hemispheric solid body is created. The material is air.

The “speed” boundary condition is set on the circular face topology, which is created by segmenting the circular sheet body.

Body Number/Type

Body Attribute Name

Material Name

0/Solid

Air

000_Air(*)

* Available from the Material DB

Boundary Conditions

The “speed” boundary condition is set on the face of the imprinting body.

Boundary Condition Name/Topology

Tab

Boundary Condition Type

Settings

Open/Face

Acoustic

Open boundary

 

V0/Face

Acoustic

Speed

1[m/s]

Results

To see the calculated characteristics, go to the [Results] tab,

 

 

 click [Table] .

 

The table below shows the power.

Other characteristics can be seen on other tabs.

 

 

 

The gradation contour of the sound pressure at 200[Hz]

 

The gradation contour of the sound pressure at 900[Hz]

 

The gradation contour of the sound pressure at 2020[Hz]

 

The gradation contour of the sound pressure at 3000[Hz]

 

The sound pressure varies as the drive frequency changes.