keyopt and solid45
DESCRIPTION
An insight of how to use Solid elements in ANSYS.TRANSCRIPT
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Chapter 8
3D
Analysis of 3D Structural Solids
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Contents
8.1 SOLID45: 3DSOLID45: 3D Structural Solid Element
8.2 :Example: Static Analysis of an Allen wrench
8.3 3DOverview of 3D Solid Elements
8.4 : Allen SocketExercise: Torsional Stiffness of an Allen Socket
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8.1
SOLID45: 3D
SOLID45: 3D Structural Solid Element
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8.1.1 SOLID45
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8.1.2 SOLID45 Input Data (1/5)Element Name SOLID45
Nodes I, J, K, L, M, N, O, P
Degrees of Freedom UX, UY, UZ
Real Constants None
Material Properties EX, NUXY, GXY, ALPX, DENS, DAMP, etc.
Surface Loads Pressure
face 1 (JILK), face 2 (IJNM), face 3 (JKON),
face 4 (KLPO), face 5 (LIMP), face 6 (MNOP)Body Loads Temperature -- T(I), T(J), T(K), T(L), T(M), T(N), T(O), T(P)
Special Features Plasticity, Creep, Stress stiffening, Large deflection, Large strain, etc.
KEYOPT(1) Key to include extra shapes:
0 -- Include extra displacement shapes
1 -- Suppress extra displacement shapes
KEYOPT(2) Key for reduced integration:0 -- Full integration
1 -- Uniform reduced integration with hourglass control
KEYOPT(4) Key for element coordinate system:
0 -- Element C.S. is parallel to the global C.S.
1 -- Element C.S. is based on the element I-J side
KEYOPT(5)
Key for element solution
KEYOPT(6) Key for element solution
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8.1.2 SOLID45 Input Data (2/5)
Material Properties EX, EY, EZ
NUXY, NUYZ, NUXZ (or PRXY, PRYZ, PRXZ)
GXY, GYZ, GXZ
ALPX, ALPY, ALPZ (or CTEX, CTEY, CTEZ)
DENS
DAMP
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8.1.2 SOLID45 Input Data (3/5)
Loads Surface Loads
Pressure
face 1 (JILK), face 2 (IJNM), face 3 (JKON), face 4(KLPO), face 5 (LIMP), face 6 (MNOP)
Body Loads
Temperature
T(I), T(J), T(K), T(L), T(M), T(N), T(O), T(P) Etc.
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8.1.2 SOLID45 Input Data (4/5)
KEYOPT(1): Extra Displacement Shape
0 -- Include extra displacement shapes
1 -- Suppress extra displacement shapes
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8.1.2 SOLID45 Input Data (5/5)
KEYOPT(2): Reduced Integration
0 -- Full integration
1 -- Uniform reduced integration withhourglass control
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8.1.3 SOLID45 output Data
Name Definition
EL Element Number
NODES Nodes - I, J, K, L, M, N, O, P
MAT Material number
VOLU: Volume
XC, YC, ZC Location where results are reported
PRES Pressures P1 at nodes J, I, L, K; P2 at I, J, N, M; P3 at J, K, O,
N; P4 at K, L, P, O; P5 at L, I, M, P; P6 at M, N, O, P
TEMP Temperatures T(I), T(J), T(K), T(L), T(M), T(N), T(O), T(P)
S:X, Y, Z, XY, YZ, XZ Stresses
S:1, 2, 3 Principal stresses
S:INT Stress intensity
S:EQV Equivalent stress
Etc.
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8.1.4 Item/Sequence Number
ETABLE, SEQVJ, NMISC, 10ETABLE, S1P, NMISC, 36
Output
Quantity
Name
ETABLE and ESOL Command Input
Item I J K L M N O P
P1 SMISC 2 1 4 3 - - - -
P2 SMISC 5 6 - - 8 7 - -
P3 SMISC - 9 10 - - 12 11 -
P4 SMISC - - 13 14 - - 16 15
P5 SMISC 18 - - 17 19 - - 20
P6 SMISC - - - - 21 22 23 24S:1 NMISC 1 6 11 16 21 26 31 36
S:2 NMISC 2 7 12 17 22 27 32 37
S:3 NMISC 3 8 13 18 23 28 33 38
S:INT NMISC 4 9 14 19 24 29 34 39
S:EQV NMISC 5 10 15 20 25 30 35 40
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8.2
Example: Static Analysis of an Allen Wrench
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8.2.1 Problem Description
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8.2.2 ANSYS Procedure (1/8)
Set Up01
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0607
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FINISH
/CLEAR
/TITLE, Static Analysis of an Allen Wrench
/UNITS, SI ! Reminder only
*AFUN, DEG ! Units for angular functions
! Define parameters ...
EXX = 2.07E11 ! Yung's modulus
NU = 0.3 ! Poisson's ratio
W_HEX = 0.01 ! Width of hex flats
W_FLAT = W_HEX*TAN(30) ! Width of flatL_SHANK = 0.075 ! Length of shank
L_HANDLE = 0.20 ! Length of handle
BENDRAD = 0.01 ! Bend radius
L_ELEM = 0.0075 ! Length of elements
NO_D_HEX = 2 ! No. of div. on a flat
TOL = 25E-6 ! Selection Tolerance
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8.2.2 ANSYS Procedure (2/8)
Attribute Tables
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/PREP7
! Element types and material properties...
ET, 1, SOLID45 ! 8-node brick element
ET, 2, MESH200, 6 ! Mesh-Only Element
MP, EX, 1, EXX ! Young's modulus
MP, NUXY, 1, NU ! Possion's ratio
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8.2.2 ANSYS Procedure (3/8)Solid/Analysis Models
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4344
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! Wrench bottom end...
RPOLY, 6, W_FLAT ! Hexagonal area
L, 4, 1 ! Middle of hex shape
ASBL, 1, 7,, DELETE, KEEP ! Cut into two areas
CM, BOTAREA, AREA ! Group two areas
/PNUM, KP, ON
/PNUM, LINE, ON/PNUM, AREA, ON
/TITLE, Fixed End (Viewed from Below)
APLOT
LESIZE, 1,,, NO_D_HEX
LESIZE, 2,,, NO_D_HEX
LESIZE, 6,,, NO_D_HEX
TYPE, 2 ! Mesh-Only Elements
MSHAPE, 0, 2D ! Quadrilaterial shapes
MSHKEY, 1 ! Mapped meshing
AMESH, ALL ! Mesh all two areas
/TITLE, Meshed Fixed End
EPLOT
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8.2.2 ANSYS Procedure (4/8)Solid/Analysis Models
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! Middle line of the wrench...
/VIEW,, 1, 1, -1 ! Isometric view
/VUP,, -Z ! -Z axis as view-up
K, 7, 0, 0, 0
K, 8, 0, 0, -L_SHANK
K, 9, 0, L_HANDLE, -L_SHANK
L, 7, 8
L, 8, 9
LFILLT, 8, 9, BENDRAD
/TITLE, Middle Line of the Wrench
LPLOT
/PNUM, DEFAULT
! Drag the 2D mesh to produce 3D elements...
TYPE, 1 ! SOLID45 is used
ESIZE, L_ELEM ! Default to L_ELEM
VDRAG, 2, 3,,,,, 8, 10, 9 ! Drag to create 3D mesh
/TITLE, 3D Mesh of the Wrench
EPLOTFINISH
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8.2.2 ANSYS Procedure (5/8)Solve: Load Step 1
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/SOLU
! Load step 1...
CMSEL, S, BOTAREA ! Fixed end areas
LSEL, S, EXT ! Exterior lines
NSLL, S, 1 ! Nodes on those lines
D, ALL, ALL, 0 ! Fix those nodes
ALLSEL
ASEL, S, LOC, Y, BENDRAD, L_HANDLE
ASEL, R, LOC, X, W_FLAT/2, 99
NSLA, S, 1
NSEL, R,LOC,Y,L_HANDLE-3*L_ELEM-TOL,L_HANDLE+TOL
*GET, MINYVAL, NODE,, MNLOC, Y ! Min Y of nodes
*GET, MAXYVAL, NODE,, MXLOC, Y ! Max Y of nodes
PTORQ = 100/(W_HEX*(MAXYVAL-MINYVAL))
SF, ALL, PRES, PTORQ
ALLSEL
/PBC, U,, ON
/PSF, PRES,, 2
/TITLE, Load Step 1
EPLOT
SOLVE
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8.2.2 ANSYS Procedure (6/8)
Solve: Load Step 2107
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111112
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! Load step 2...
PDOWN = 20/(W_FLAT*(MAXYVAL-MINYVAL))
ASEL, S, LOC, Z, -(L_SHANK+W_HEX/2)
NSLA, S, 1NSEL, R,LOC,Y,L_HANDLE-3*L_ELEM-TOL,L_HANDLE+TOL
SF, ALL, PRES, PDOWN
ALLSEL
/TITLE, Load Step 2
EPLOT
SOLVE
FINISH
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8.2.2 ANSYS Procedure (7/8)Results: Load Step 1
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/POST1
! Results for load step 1
/PBC, DEFAULT
/PSF, DEFAULT
/TRIAD, OFF
SET, 1
/TITLE, Deformed Shape for Load Step 1
PLDISP, 2
/Title, Stress Intensity for Load Step 1
/ANGLE,, 120, YM ! Rotate about model axis
PLNSOL, S, INT
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8.2.2 ANSYS Procedure (8/8)Results: Load Step 2
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! Results for load step 2
SET, 2
/TITLE, Deformed Shape for Load Step 2
/ANGLE, 1, 0, YM
PLDISP, 2
/Title, Stress Intensity for Load Step 2
/ANGLE, 1, 120, YM
PLNSOL, S, INT
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8.3
3D
Overview of 3D Solid Elements
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8.3.1 General 3D Structural
Solids
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8.3.2 Large Strains
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8.3.3 3D Solids with
Rotations
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8.3.4 P-Elements
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8.3.5 Explicit Dynamics
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8.3.6 Hyperelasticity
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8.3.7 Viscoelasticity and
Viscoplasticity
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8.3.8 Anisotropic and
Composite Materials
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8.3.9 Thermal Solids
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8.3.10 Fluid Elements
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8.3.11 Electrostatic Fields
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8.3.12 Magnetic Fields
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8.3.13 Coupled-Field
Elements
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8.4 Exercise: Torsional
Stiffness of an Allen Socket