Nothing Special   »   [go: up one dir, main page]
Scribd Logo
Upload

Welcome to Scribd!

  • 31 views

    Autodesk

    Uploaded by

    Edgar Steven Huarhuache Soria
    The stress analysis report summarizes the results of a static analysis simulation on an assembly file. Key details include applied forces, constraints, and materials used. Maximum von Mises stress of 83.7 MPa was found. Reaction forces and moments on constraints are reported, along with minimum and maximum values for stresses, displacements, and safety factors throughout the assembly.

    Copyright:

    © All Rights Reserved
    Download as PDF, TXT or read online from Scribd

    Autodesk

    Uploaded by

    Edgar Steven Huarhuache Soria
    31 views74 pages
    The stress analysis report summarizes the results of a static analysis simulation on an assembly file. Key details include applied forces, constraints, and materials used. Maximum von Mises stress of 83.7 MPa was found. Reaction forces and moments on constraints are reported, along with minimum and maximum values for stresses, displacements, and safety factors throughout the assembly.

    Original Description:

    Copyright

    © © All Rights Reserved

    Available Formats

    PDF, TXT or read online from Scribd

    Did you find this document useful?

    Is this content inappropriate?

    The stress analysis report summarizes the results of a static analysis simulation on an assembly file. Key details include applied forces, constraints, and materials used. Maximum von Mises stress of 83.7 MPa was found. Reaction forces and moments on constraints are reported, along with minimum and maximum values for stresses, displacements, and safety factors throughout the assembly.

    Copyright:

    © All Rights Reserved
    Download as PDF, TXT or read online from Scribd
    Download as pdf or txt
    31 views74 pages

    Autodesk

    Uploaded by

    Edgar Steven Huarhuache Soria
    The stress analysis report summarizes the results of a static analysis simulation on an assembly file. Key details include applied forces, constraints, and materials used. Maximum von Mises stress of 83.7 MPa was found. Reaction forces and moments on constraints are reported, along with minimum and maximum values for stresses, displacements, and safety factors throughout the assembly.

    Copyright:

    © All Rights Reserved
    Download as PDF, TXT or read online from Scribd
    Download as pdf or txt
    of 74

    Stress Analysis Report

    Analyzed File: Ensamble sobre chasis.iam


    Autodesk Inventor Version: 2015 (Build 190159000, 159)
    Creation Date: 15/12/2017, 11:57 a.m.
    Simulation Author: Huarhuache Soria Steven
    Summary:

    Project Info (iProperties)

    Summary
    Author Huarhuache Soria Steven

    Project
    Part Number Ensamble sobre chasis
    Designer Alumno
    Cost S/. 0.00
    Date Created 04/12/2017

    Status
    Design Status WorkInProgress

    Physical
    Mass 1130.08 kg
    Area 28922100 mm^2
    Volume 143959000 mm^3
    x=-297.006 mm
    Center of Gravity y=505.806 mm
    z=2759.4 mm

    Note: Physical values could be different from Physical values used by FEA reported below.

    Simulation:1
    General objective and settings:
    Design Objective Single Point
    Simulation Type Static Analysis
    Last Modification Date 15/12/2017, 11:53 a.m.
    Detect and Eliminate Rigid Body Modes No
    Separate Stresses Across Contact Surfaces No
    Motion Loads Analysis No

    Mesh settings:
    Avg. Element Size (fraction of model diameter) 0.1
    Min. Element Size (fraction of avg. size) 0.2
    Grading Factor 1.5
    Max. Turn Angle 60 deg
    Create Curved Mesh Elements No
    Use part based measure for Assembly mesh Yes

    Material(s)
    Name Generic
    Mass Density 1 g/cm^3
    General Yield Strength 0 MPa
    Ultimate Tensile Strength 0 MPa
    Young's Modulus 0.0000001 GPa
    Stress Poisson's Ratio 0 ul
    Shear Modulus 0.00000005 GPa
    Esqueleto.ipt
    Part Name(s)
    Skeleton0002.ipt
    Name Steel, Mild
    Mass Density 7.85 g/cm^3
    General Yield Strength 207 MPa
    Ultimate Tensile Strength 345 MPa
    Young's Modulus 220 GPa
    Stress Poisson's Ratio 0.275 ul
    Shear Modulus 86.2745 GPa
    ISO 200x100x10 00000003
    ISO 200x100x10 00000004
    ISO 200x100x10 00000005
    ISO 200x100x10 00000006
    ISO 200x100x10 00000007
    Part Name(s)
    ISO 200x100x10 00000008
    ISO 200x100x10 00000009
    ISO 200x100x10 00000010
    ISO 200x100x10 00000011
    ISO 200x100x10 00000012
    ISO 200x100x10 00000013
    ISO 200x100x10 00000014

    Operating conditions

    Gravity
    Load Type Gravity
    Magnitude 9810.000 mm/s^2
    Vector X 0.000 mm/s^2
    Vector Y -9810.000 mm/s^2
    Vector Z 0.000 mm/s^2

    Selected Face(s)
    Force:1
    Load Type Force
    Magnitude 80000.000 N
    Vector X 0.000 N
    Vector Y -80000.000 N
    Vector Z 0.000 N

    Selected Face(s)
    Force:3
    Load Type Force
    Magnitude 50000.000 N
    Vector X 0.000 N
    Vector Y -50000.000 N
    Vector Z 0.000 N

    Selected Face(s)
    Moment:1
    Load Type Moment
    Magnitude 630000000.000 N mm
    Vector X 0.000 N mm
    Vector Y -0.000 N mm
    Vector Z -630000000.000 N mm

    Selected Face(s)
    Fixed Constraint:2
    Constraint Type Fixed Constraint

    Selected Face(s)
    Fixed Constraint:3
    Constraint Type Fixed Constraint

    Selected Face(s)
    Fixed Constraint:1
    Constraint Type Fixed Constraint

    Selected Face(s)
    Fixed Constraint:4
    Constraint Type Fixed Constraint

    Selected Face(s)
    Contacts (Bonded)
    Name Part Name(s)
    Frame0002:1/ISO 200x100x10 00000003:1
    Bonded:1
    Frame0002:1/ISO 200x100x10 00000005:1
    Frame0002:1/ISO 200x100x10 00000003:1
    Bonded:2
    Frame0002:1/ISO 200x100x10 00000006:1
    Frame0002:1/ISO 200x100x10 00000003:1
    Bonded:3
    Frame0002:1/ISO 200x100x10 00000007:1
    Frame0002:1/ISO 200x100x10 00000003:1
    Bonded:4
    Frame0002:1/ISO 200x100x10 00000008:1
    Frame0002:1/ISO 200x100x10 00000003:1
    Bonded:5
    Frame0002:1/ISO 200x100x10 00000009:1
    Frame0002:1/ISO 200x100x10 00000003:1
    Bonded:6
    Frame0002:1/ISO 200x100x10 00000010:1
    Frame0002:1/ISO 200x100x10 00000003:1
    Bonded:7
    Frame0002:1/ISO 200x100x10 00000011:1
    Frame0002:1/ISO 200x100x10 00000003:1
    Bonded:8
    Frame0002:1/ISO 200x100x10 00000012:1
    Frame0002:1/ISO 200x100x10 00000003:1
    Bonded:9
    Frame0002:1/ISO 200x100x10 00000013:1
    Frame0002:1/ISO 200x100x10 00000003:1
    Bonded:10
    Frame0002:1/ISO 200x100x10 00000014:1
    Frame0002:1/ISO 200x100x10 00000004:1
    Bonded:11
    Frame0002:1/ISO 200x100x10 00000005:1
    Frame0002:1/ISO 200x100x10 00000004:1
    Bonded:12
    Frame0002:1/ISO 200x100x10 00000006:1
    Frame0002:1/ISO 200x100x10 00000004:1
    Bonded:13
    Frame0002:1/ISO 200x100x10 00000007:1
    Frame0002:1/ISO 200x100x10 00000004:1
    Bonded:14
    Frame0002:1/ISO 200x100x10 00000008:1
    Frame0002:1/ISO 200x100x10 00000004:1
    Bonded:15
    Frame0002:1/ISO 200x100x10 00000009:1
    Frame0002:1/ISO 200x100x10 00000004:1
    Bonded:16
    Frame0002:1/ISO 200x100x10 00000010:1
    Frame0002:1/ISO 200x100x10 00000004:1
    Bonded:17
    Frame0002:1/ISO 200x100x10 00000011:1
    Frame0002:1/ISO 200x100x10 00000004:1
    Bonded:18
    Frame0002:1/ISO 200x100x10 00000012:1
    Frame0002:1/ISO 200x100x10 00000004:1
    Bonded:19
    Frame0002:1/ISO 200x100x10 00000013:1
    Frame0002:1/ISO 200x100x10 00000004:1
    Bonded:20
    Frame0002:1/ISO 200x100x10 00000014:1

    Results

    Reaction Force and Moment on Constraints


    Reaction Force Reaction Moment
    Constraint Name
    Magnitude Component (X,Y,Z) Magnitude Component (X,Y,Z)
    5824.42 N 115248 N m
    Fixed Constraint:2 38659.8 N -36227.4 N 347792 N m 22739.7 N m
    12175.2 N 327353 N m
    138241 N 87324.1 N m
    Fixed Constraint:3 141115 N -27995 N 458534 N m 440503 N m
    4361.33 N 92655 N m
    -16250.6 N -342878 N m
    Fixed Constraint:1 106615 N 104943 N 357748 N m -63349.1 N m
    -9467.76 N 80032.7 N m
    -127798 N -52772.3 N m
    Fixed Constraint:4 163279 N 101378 N 423004 N m -408859 N m
    -7068.36 N 94770.7 N m
    Result Summary
    Name Minimum Maximum
    Volume 143959000 mm^3
    Mass 1130.08 kg
    Von Mises Stress 0.0000000695957 MPa 83.7007 MPa
    1st Principal Stress -30.0451 MPa 96.9995 MPa
    3rd Principal Stress -92.3136 MPa 31.9316 MPa
    Displacement 0 mm 0.0212865 mm
    Safety Factor 2.4731 ul 15 ul
    Stress XX -30.741 MPa 34.3419 MPa
    Stress XY -11.7284 MPa 19.5195 MPa
    Stress XZ -12.8086 MPa 12.8441 MPa
    Stress YY -74.1899 MPa 78.8962 MPa
    Stress YZ -35.6026 MPa 33.2105 MPa
    Stress ZZ -70.6094 MPa 71.4007 MPa
    X Displacement -0.00317993 mm 0.00310328 mm
    Y Displacement -0.0163576 mm 0.0170666 mm
    Z Displacement -0.016233 mm 0.016145 mm
    Equivalent Strain 0.000000000000507451 ul 0.000338247 ul
    1st Principal Strain -0.0000000425686 ul 0.000358867 ul
    3rd Principal Strain -0.000393395 ul 0.00000013681 ul
    Strain XX -0.0000480436 ul 0.0000892125 ul
    Strain XY -0.0000679715 ul 0.000113124 ul
    Strain XZ -0.0000742318 ul 0.0000744372 ul
    Strain YY -0.000301039 ul 0.000292519 ul
    Strain YZ -0.000206333 ul 0.00019247 ul
    Strain ZZ -0.000321304 ul 0.000323038 ul
    Contact Pressure 0 MPa 81.2529 MPa
    Contact Pressure X -59.0421 MPa 72.663 MPa
    Contact Pressure Y -52.1344 MPa 38.2681 MPa
    Contact Pressure Z -40.0536 MPa 27.8447 MPa

    Figures

    Von Mises Stress


    1st Principal Stress
    3rd Principal Stress
    Displacement
    Safety Factor
    Stress XX
    Stress XY
    Stress XZ
    Stress YY
    Stress YZ
    Stress ZZ
    X Displacement
    Y Displacement
    Z Displacement
    Equivalent Strain
    1st Principal Strain
    3rd Principal Strain
    Strain XX
    Strain XY
    Strain XZ
    Strain YY
    Strain YZ
    Strain ZZ
    Contact Pressure
    Contact Pressure X
    Contact Pressure Y
    Contact Pressure Z
    D:\Documents\Desktop\izi-20171215T145134Z-001\izi\Ensamble sobre chasis.iam

    You might also like