Week 10 Bullet penetrating a Bucket Challenge
AIM:
To simulate a bullet penetrating into a bucket
OBJECTIVE:
To simulate a bullet penetrating into a bucket. You will need to use 3 different non linear materials for the bucket and analyse their behaviour for the same velocity of bullet. Apply the conditions for bullet as mentioned in the video itself. Attach an animation to show the behaviour in the three cases.
PROCEDURE:
.Select Explicit Dynamics, drag and drop into Project Schematic.
.Structural Steel NL, Aluminium Alloy NL and Stainless Steel NL are chosen under Engineering Data.
.Under geometry tab, import the given geometry, double-click to open Space Claim to register the model.
.Stiffness Behaviour of Bullet is changed to Rigid under Material.
.Material of Bucket is changed as per the case:
.Case 1: Structural Steel NL
Case 2: Aluminium Alloy NL
Case 3: Stainless Steel NL
.Mesh size was set to 10mm.
.Face sizing was given to the outer surface of the bucket with 4mm mesh size.
.Under explicit dynamics tab, we set the analysis to 1 step with end time 1e-2s.
.Velocity of 1.39e5mm/sec is given to the bullet in negative x direction.
.The base of the bucket is fixed.
.Total deformation and Equivalent Stress plots are requested from the solver as outputs.
.Run the simulation by clicking on SOLVE.
CONDITIONS
MATERIAL PROPERTIES
STRUCTURAL STEEL NL
ALUMINIUM ALLOY NL
STAINLESS STEEL NL
TANTALUM
MESHING
FIXED SUPPORT
VELOCITY
CASE 1: Bucket material is structural steel NL
EQUIVALENT STRESS 
EQUIVALENT ELASTIC STRAIN
TOTAL DEFORMATION
CASE 2: Bucket material is Aluminium alloyNL
EQUIVALENT STRESS 
EQUIVALENT ELASTIC STRAIN
TOTAL DEFORMATION
CASE 3: Bucket material is stainless steel NL
EQUIVALENT STRESS 
EQUIVALENT ELASTIC STRAIN
TOTAL DEFORMATION
RESULTS:
|
Case: Bucket Material |
Eq. Stress (MPa) |
Tot. Deformation (mm) |
Equivalent elastic strain |
|
Case 1: Structural Steel NL |
1851.8 |
695 |
0.041152 |
|
Case 3: Aluminium Alloy NL |
840.53 |
695 |
0.011839 |
|
Case 3: Stainless |
2754.3 |
695 |
0.015989 |
We can observe that the deformation in all cases are equal but there is a huge variation in maximum von-mises stress. Maximum stress is experienced by stainless Steel NL and minimum stress is experienced by Aluminium Alloy NL.