COMSOL Model Report
Property | Value |
Model name | |
Author | |
Company | |
Department | |
Reference | |
URL | |
Saved date | Nov 24, 2006 11:05:27 PM |
Creation date | Nov 17, 2006 4:07:23 PM |
COMSOL version | COMSOL 3.3.0.405 |
File name: D:\research\ASA Talks\f06\animations\visualizations\diffraction\barrier h=lambda.mph
Application modes and modules used in this model:
Name | Expression | Value | Description |
f0 | 25 | frequency | |
x0 | 2 | ||
y0 | 2 | ||
c0 | 200 | speed of sound m/s | |
rho0 | 1.21 | ||
p0 | 1 | ||
t0 | 1/f0 | ||
lambda0 | c0/f0 | ||
h0 | 8 | height of barrier | |
hol | h0/lambda0 | ratio of height to lambda |
Name | Expression | Description | |
gt | (t<2*t0)*(-8*pi^2*f0^2*(t-t0)*exp(-pi^2*f0^2*(t-t0)^2)) | gaussian source | |
gts | sin(2*pi*f0*t) | sinusoidal source | |
gtc | cos(2*pi*f0*t) | cosine source |
Number of geometries: 1
Space dimensions: 2D
Independent variables: x, y, z
Number of degrees of freedom | 14816 |
Number of mesh points | 3758 |
Number of elements | 7300 |
Triangular | 7300 |
Quadrilateral | 0 |
Number of boundary elements | 216 |
Number of vertex elements | 12 |
Minimum element quality | 0.701 |
Element area ratio | 0.001 |
Application mode type: Pressure Acoustics (Acoustics Module)
Application mode name: acpr
Name | Variable | Value | Description |
p_i | p_i_acpr | exp(-1/2*(t-x/cs_acpr)^2/0.01^2) | Incident pressure wave |
p_ref | p_ref_acpr | 20e-6 | Pressure reference |
Property | Value |
Default element type | Lagrange - Quadratic |
Analysis type | Transient |
Damping | Off |
Specify eigenvalues using | Eigenfrequency |
Solve for | Total wave |
Symmetry plane x=0 | Off |
Symmetry type for x=0 | Symmetry |
Symmetry plane y=0 | Off |
Symmetry type for y=0 | Symmetry |
Frame | Frame (ref) |
Weak constraints | Off |
Dependent variables: p
Shape functions: shlag(2,'p')
Interior boundaries not active
Boundary | 1, 3 | 2 | |
Type | Radiation condition | Radiation condition | |
Pressure source (p0) | Pa | 0 | 0 |
Inward acceleration (nacc) | m/s2 | 0 | 0 |
Source location, x coordinate (x0) | m | 2 | 2 |
Source location, y coordinate (y0) | m | 2 | 24 |
wavetype | 1 | PL | CYL |
Boundary | 4-6 | 7 | 8 |
Type | Sound hard boundary (wall) | Radiation condition | Radiation condition |
Pressure source (p0) | 0 | 0 | 0 |
Inward acceleration (nacc) | 0 | 0 | 0 |
Source location, x coordinate (x0) | 4 | 17 | 4 |
Source location, y coordinate (y0) | 4 | 8 | 4 |
wavetype | CYL | CYL | PL |
Boundary | 9-12 |
Type | Normal acceleration |
Pressure source (p0) | 10*cos(2*pi*f0*t) |
Inward acceleration (nacc) | 1*cos(2*pi*f0*t) |
Source location, x coordinate (x0) | 0 |
Source location, y coordinate (y0) | 0 |
wavetype | PL |
Subdomain | 1 | |
Fluid density (rho) | kg/m3 | rho0 |
Speed of sound (cs) | m/s | c0 |
Solve using a script: off
Analysis type | Transient |
Auto select solver | On |
Solver | Time dependent |
Solution form | Automatic |
Symmetric | auto |
Adaption | Off |
Solver type: Linear system solver
Parameter | Value |
Pivot threshold | 0.1 |
Memory allocation factor | 0.7 |
Parameter | Value |
Times | 0:0.005:0.25 |
Relative tolerance | 0.01 |
Absolute tolerance | 0.0010 |
Times to store in output | Specified times |
Time steps taken by solver | Free |
Manual tuning of step size | Off |
Initial time step | 1E-3 |
Maximum time step | 1E-3 |
Maximum BDF order | 2 |
Singular mass matrix | Maybe |
Consistent initialization of DAE systems | Backward Euler |
Error estimation strategy | Include algebraic |
Allow complex numbers | Off |
Parameter | Value |
Constraint handling method | Elimination |
Null-space function | Automatic |
Assembly block size | 5000 |
Use Hermitian transpose of constraint matrix and in symmetry detection | Off |
Use complex functions with real input | Off |
Stop if error due to undefined operation | On |
Type of scaling | Automatic |
Manual scaling | |
Row equilibration | On |
Manual control of reassembly | Off |
Load constant | On |
Constraint constant | On |
Mass constant | On |
Damping (mass) constant | On |
Jacobian constant | On |
Constraint Jacobian constant | On |
Name | Description | Expression |
Lp_acpr | Sound pressure level | 10 * log10(0.5 * p_t_acpr * conj(p_t_acpr)/p_ref_acpr^2) |
Lp_s_acpr | Scattered sound pressure level | 10 * log10(0.5 * p_s_acpr * conj(p_s_acpr)/p_ref_acpr^2) |
p_t_acpr | Total acoustic pressure | p |
p_s_acpr | Scattered pressure wave | p-p_i_acpr |
Name | Description | Expression |
na_acpr | Normal acceleration | nx_acpr * ax_acpr+ny_acpr * ay_acpr |
nk_acpr | Scalar product between n and kdir | (kdirx_acpr * nx_acpr+kdiry_acpr * ny_acpr)/sqrt(kdirx_acpr^2+kdiry_acpr^2) |
Name | Description | Expression |
ax_acpr | Local acceleration, x component | -(px-qx_acpr)/rho_acpr |
ay_acpr | Local acceleration, y component | -(py-qy_acpr)/rho_acpr |
Lp_acpr | Sound pressure level | 10 * log10(0.5 * p_t_acpr * conj(p_t_acpr)/p_ref_acpr^2) |
Lp_s_acpr | Scattered sound pressure level | 10 * log10(0.5 * p_s_acpr * conj(p_s_acpr)/p_ref_acpr^2) |
p_t_acpr | Total acoustic pressure | p |
p_s_acpr | Scattered pressure wave | p-p_i_acpr |
norma_acpr | Local acceleration, norm | sqrt(abs(ax_acpr)^2+abs(ay_acpr)^2) |
normq_acpr | Dipole source, norm | sqrt(abs(qx_acpr)^2+abs(qy_acpr)^2) |