Bulk Data Entry
RWALL – Rigid Wall for Geometric Nonlinear Analysis
Description
Defines a rigid wall for geometric nonlinear analysis.
Format
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RWALL |
SID |
RWTYPE |
SLID |
GISD1 |
GSID2 |
FRIC |
DIST |
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G0/X0 |
Y0 |
Z0 |
IFILT |
FFAC |
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X1 |
Y1 |
Z1 |
X2 |
Y2 |
Z2 |
DIA |
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MASS |
VX |
VY |
VZ |
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Field |
Contents |
SID |
Load set identification number. No default (Integer > 0) |
RWTYPE |
Rigid wall type. PLANE – Infinite plane. Default = PLANE (PLANE, CYL, SPHERE, or PARAL) |
SLID |
Sliding flag. SLIDE – Sliding. Default = SLIDE (SLIDE, TIED, or SLFRIC) |
GSID1 |
Grid set ID defining slave grids to be added to the rigid wall. (Integer > 0) |
GSID2 |
Grid set ID defining slave grids to be deleted from the rigid wall. (Integer > 0) |
FRIC |
Friction coefficient (ignored if SLID = TIED or SLIDE). Default = 0.0 (Real > 0) |
DIST |
Distance for slave search. Initially the slave nodes can be defined at a distance lower than DIST. (Real > 0) |
G0 |
Grid identifier defining M, definition ignores Y0 and Z0. Moving rigid wall. (Integer > 0) |
X0, Y0, Z0 |
Coordinates of a point M defining rigid wall location if G0 not defined. Rigid wall does not move. (Real) |
IFILT |
Friction filtering flag (See comment 3). Default = 0 (Integer = 0, 1, 2, or 3) 1 – Direct user input of filtering coefficient. |
FFAC |
Friction filtering factor. Default = 0.0 (Real) |
X1, Y1, Z1 |
Coordinates of a point defining M1 for RWTYPE = PLANE, CYL, PARAL. (Real) |
X2, Y2, Z2 |
Coordinates of a point defining M2 for RWTYPE = PARAL. (Real) |
DIA |
Diameter for RWTYPE = CYL or SPHER. (Real > 0) |
MASS |
Mass of moving rigid wall if G0 is defined. (Real > 0) |
VX, VY, VZ |
Components of initial velocity if G0 is defined. (Real) |
1. | RWALL must be selected in the subcase with RWALL = SID or by RWALADD. It can only be selected in geometric nonlinear analysis subcases which are defined by an ANALYSIS = EXPDYN subcase entry. |
2. | Nodal thickness of rigid wall slave nodes is not taken into account. |
3. | IFILT defines the method for computing the friction filtering coefficient. Friction filtering is only available for a sliding rigid wall. If IFILT ≠ 0, the tangential friction forces in each slave node in contact are filtered using a simple rule: |
FT = α * F'T + (1 - α) * F'T-1
where,
FT is the tangential force
F'T is the tangential force at time t
F'T-1 is the tangential force at time t-1
α is the filtering coefficient
IFILT = 1 – α = FFAC
IFILT = 2 – α = 2dt * freq, where dt = time step, and freq = FFAC
IFILT = 3 – α = 2 / N, with 1/freq = T = N * dt, and N = FFAC
4. | Surface input type |
Type |
Description |
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PLANE |
MM1 defines the normal direction. |
CYL |
MM1 defines the axis of the cylinder. |
SPHER |
M is the center of the sphere. |
PARAL |
MM1 and MM2 define the parallelogram with the normal as cross product MM1 x MM2. |
5. | This card is represented as a rigid wall in HyperMesh. |
See Also: