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Simulation of FemurDate: 21 November 2013Designer: SolidworksStudy name: Study 6Analysis type: Frequency
Table of ContentsDescription...............................................1
Assumptions.............................................2
Model Information.....................................2
Study Properties.......................................3
Units.........................................................3
Material Properties...................................4
Loads and Fixtures...................................4
Connector Definitions...............................4
Contact Information..................................4
Mesh Information......................................5
Sensor Details..........................................6
Study Results............................................7
Conclusion..............................................12
DescriptionNo Data
Analyzed with SolidWorks Simulation Simulation of Femur 1
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Assumptions
Model Information
Model name: Femur
Current Configuration: Predeterminado
Solid BodiesDocument Name and
ReferenceTreated As Volumetric Properties Document Path/Date
ModifiedSólido importado1
Solid Body
Mass:1.03826 kgVolume:0.000546451
m^3Density:1900 kg/m^3
Weight:10.1749 N
E:\Femur.SLDPRTNov 20 07:55:06
2013
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Study PropertiesStudy name Study 6
Analysis type Frequency
Mesh type Solid Mesh
Number of frequencies 5
Solver type FFEPlus
Soft Spring: Off
Incompatible bonding options Automatic
Thermal option Include temperature loads
Zero strain temperature 298 Kelvin
Include fluid pressure effects from SolidWorks Flow Simulation
Off
Result folder SolidWorks document (E:)
UnitsUnit system: SI (MKS)
Length/Displacement mm
Temperature Kelvin
Angular velocity Rad/sec
Pressure/Stress N/m^2
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Material PropertiesModel Reference Properties Components
Name: bone hunanModel type: Linear Elastic
IsotropicDefault failure
criterion:Mohr-Coulomb Stress
Tensile strength: 5.3e+007 N/m^2Mass density: 1900 kg/m^3
Elastic modulus: 1.79e+010 N/m^2Poisson's ratio: 0.4
Thermal expansion
coefficient:
0 /Kelvin
SolidBody 1(Sólido importado1)(Femur)
Curve Data:N/A
Loads and FixturesFixture name
Fixture Image Fixture Details
Fixed-1
Entities: 2 face(s)Type: Fixed Geometry
Connector DefinitionsNo Data
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Contact InformationNo Data
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Mesh InformationMesh type Solid Mesh
Mesher Used: Standard mesh
Automatic Transition: Off
Include Mesh Auto Loops: Off
Jacobian points 4 Points
Element Size 8.18126 mm
Tolerance 0.409063 mm
Mesh Quality High
Mesh Information - DetailsTotal Nodes 21274
Total Elements 13468
Maximum Aspect Ratio 13.229
% of elements with Aspect Ratio < 3 95.1
% of elements with Aspect Ratio > 10 0.0297
% of distorted elements(Jacobian) 0
Time to complete mesh(hh;mm;ss): 00:00:35
Computer name: HIMANSHU
Analyzed with SolidWorks Simulation Simulation of Femur 6
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Sensor DetailsNo Data
Study Results
Name Type Min MaxDisplacement1 URES: Resultant Displacement
Plot for Mode Shape: 1(Value = 279.099 Hz)
0 mmNode: 54
1895.72 mmNode: 13381
Femur-Study 6-Displacement-Displacement1
Name Type Min MaxDisplacement2 URES: Resultant Displacement
Plot for Mode Shape: 2(Value = 359.8 Hz)
0 mmNode: 54
1836.88 mmNode: 14429
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Name Type Min Max
Femur-Study 6-Displacement-Displacement2
Name Type Min MaxDisplacement3 URES: Resultant Displacement
Plot for Mode Shape: 3(Value = 833.097 Hz)
0 mmNode: 54
1927.9 mmNode: 11931
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Name Type Min Max
Femur-Study 6-Displacement-Displacement3
Name Type Min MaxDisplacement4 URES: Resultant Displacement
Plot for Mode Shape: 4(Value = 932.57 Hz)
0 mmNode: 54
1888.14 mmNode: 11204
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Name Type Min Max
Femur-Study 6-Displacement-Displacement4
Name Type Min MaxDisplacement5 URES: Resultant Displacement
Plot for Mode Shape: 5(Value = 990.698 Hz)
0 mmNode: 54
3152.91 mmNode: 19883
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Name Type Min Max
Femur-Study 6-Displacement-Displacement5
Mode List
Frequency Number Rad/sec Hertz Seconds
1 1753.6 279.1 0.003583
2 2260.7 359.8 0.0027793
3 5234.5 833.1 0.0012003
4 5859.5 932.57 0.0010723
5 6224.7 990.7 0.0010094
Mass Participation (Normalized)
Mode NumberFrequency(Her
tz)X direction
Y direction Z direction
1 279.1 3.3004e-005 0.48988 0.033986
2 359.8 1.9437e-007 0.034292 0.50193
3 833.1 6.1048e-008 0.00037948 0.002635
4 932.57 0.001333 0.0039368 0.0093231
5 990.7 1.0725e-005 0.016613 0.0007035
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Mode NumberFrequency(Her
tz)X direction
Y direction Z direction
Sum X = 0.0013769
Sum Y = 0.5451 Sum Z = 0.54858
Conclusion
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