MPS法による大変形解析 とその可視化

Failure Phenomenon Simulation
by MPS-DEM
Geotechnical Structure
Elastic behavior: MPS
Failure: DEM
Strength Parameters
Tensile Strength for failure  ijn  ct
Maximum Shear Strength (not failure)
 max  cij   ijn tan ij
Shear Stress
Coh_lij
cij
cij
Tensile
ct ct
ij
ij
Initial
1st parameter
New contact
2nd parameter
Compression
Normal Stress
 ijn
2
Compression Test
Homogenous Compressive Condition
Step-1 Confining Stress
1: x-stress, 2: x-stress
3: y-stress, 4: y-fix
y
Confining Stress
x
20m
constant x-stress
constant y-stress
enforced y-displacement, x-fix
x,y fix
3
2
4
1:
2:
3:
4:
25 kN/m2
3
1
Step-2 Compression
1
2
4
10m
3
Compression Test
Type-2 formulation
magnification ratio 5.0
• Failed particles appear
on conjugate 45 degree
line regularly
• Nonlinearity can not be
observed in strain-stress
relation, etc.,
It is known that the
regular gird (lattice)
alignment affect the
failure behavior
Number of disconnected particles
0, 1, 2, 3, 4 more than 5
Macro Strain and Stress
Strain=disp. at top/length
Stress=force at top/wedth
JUMP
4
magnification ratio 5.0
Compression Test
Random Model 1
Jump
Number of disconnected particle
0, 1,
2,
more than 3
Seed of random number 111113
5
magnification ratio 5.0
Compression Test
Random Model 2
Number of disconnected particle
0, 1,
2,
more than 3
Seed of random number 111112
6
6
Compression Test
Comparison of lattice model
and random model
7
Case 1 Big Model
Confining Pressure=50
1.5-3.0 seconds
Deviatonic Stress
Output Memo
Axial Strain
Interaction
condition
Acceleration
(H)
Interaction
Blue :initial, orange:weak
Red: Dem, green:mps
2.0秒間ではev2がメモリ不足
Uper, lower layer=0.4m,
Seed of random
number=1111112
8