thread-index: AdPxyzpg3XNZrmX4SX2hKl5J3nNk4g==
MIME-Version: 1.0
Content-Type: multipart/related;
boundary="----=_NextPart_000_0008_01D3F1E4.5FB08DC0"
Content-Class: urn:content-classes:message
Importance: normal
Priority: normal
X-MimeOLE: Produced By Microsoft MimeOLE
This is a multi-part message in MIME format.
------=_NextPart_000_0008_01D3F1E4.5FB08DC0
Content-Type: multipart/alternative;
boundary="----=_NextPart_001_0009_01D3F1E4.5FB08DC0"
------=_NextPart_001_0009_01D3F1E4.5FB08DC0
Content-Type: text/plain;
charset="koi8-r"
Content-Transfer-Encoding: quoted-printable
Mechanical_Report_Files/Logo.png=20
Project
First Saved Friday, May 18, 2018=09
Last Saved Tuesday, May 22, 2018=09
Product Version 18.1 Release=09
Save Project Before Solution No=09
Save Project After Solution No=09
Mechanical_Report_Files/Figure0001.png
Contents
* Units
* Model (C4)
* Geometry
* Parts
* Coordinate Systems
* Connections
* Contacts
* Contact Regions
* Mesh
* Modal (C5)
* Pre-Stress (None)
* Analysis Settings
* Loads
* Solution (C6)
* Solution Information
* Results
* Material Data
* Material 1
* Material 2
Report Not Finalized
Not all objects described below are in a finalized state. As a result,
data may be incomplete, obsolete or in error. View first state problem.
To finalize this report, edit objects as needed and solve the analyses.=20
Units
TABLE 1
Unit System Metric (m, kg, N, s, V, A) Degrees rad/s Celsius=09
Angle Degrees=09
Rotational Velocity rad/s=09
Temperature Celsius=09
Model (C4)
Geometry
TABLE 2
Model (C4) > Geometry
Object Name Geometry=09
State Fully Defined=09
Definition=09
Source
C:\Users\AdminIU2\Desktop\18.05.18\LabWork1_of_Urazbaev\LabWork1_Part2\=ED=
=C1=D1=D4=CE=C9=CB =D3 =CB=C1=D4=D5=DB=CB=C1=CD=C9.SLDASM=09
Type SolidWorks=09
Length Unit Millimeters=09
Element Control Program Controlled=09
Display Style Body Color=09
Bounding Box=09
Length X 8,e-003 m=09
Length Y 1,1e-002 m=09
Length Z 4,3e-003 m=09
Properties=09
Volume 8,7475e-008 m?=09
Mass 5,3421e-004 kg=09
Scale Factor Value 1,=09
Statistics=09
Bodies 3=09
Active Bodies 3=09
Nodes 4871=09
Elements 714=09
Mesh Metric None=09
Basic Geometry Options=09
Solid Bodies Yes=09
Surface Bodies Yes=09
Line Bodies No=09
Parameters Independent=09
Parameter Key ANS;DS=09
Attributes No=09
Named Selections No=09
Material Properties No=09
Advanced Geometry Options=09
Use Associativity Yes=09
Coordinate Systems No=09
Reader Mode Saves Updated File No=09
Use Instances Yes=09
Smart CAD Update Yes=09
Compare Parts On Update No=09
Attach File Via Temp File Yes=09
Temporary Directory C:\Users\AdminIU2\AppData\Local\Temp=09
Analysis Type 3-D=09
Mixed Import Resolution None=09
Decompose Disjoint Geometry Yes=09
Enclosure and Symmetry Processing Yes=09
TABLE 3
Model (C4) > Geometry > Parts
Object Name =ED=C1=D1=D4=CE=C9=CB =CB=D2=C5=CD=CE=C9=C5=D7=D9=CA-1 =
=EB=C1=D4=D5=DB=CB=C1 =CD=C5=C4=CE=C1=D1-1 =EB=C1=D4=D5=DB=CB=C1
=CD=C5=C4=CE=C1=D1-2=09
State Meshed=09
Graphics Properties=09
Visible Yes=09
Transparency 1=09
Definition=09
Suppressed No=09
Stiffness Behavior Flexible=09
Coordinate System Default Coordinate System=09
Reference Temperature By Environment=09
Behavior None=09
Material=09
Assignment Material 1 Material 2=09
Nonlinear Effects Yes=09
Thermal Strain Effects Yes=09
Bounding Box=09
Length X 8,e-003 m 6,e-003 m=09
Length Y 1,1e-002 m 6,e-003 m=09
Length Z 3,e-004 m 2,e-003 m=09
Properties=09
Volume 2,4642e-008 m? 3,1417e-008 m?=09
Mass 5,6677e-005 kg 2,3877e-004 kg=09
Centroid X 1,1264e-021 m 0, m 3,3055e-020 m=09
Centroid Y 1,4408e-004 m -4,1835e-020 m -1,5177e-019 m=09
Centroid Z 3,6196e-021 m 1,15e-003 m -1,15e-003 m=09
Moment of Inertia Ip1 5,0455e-010 kg=9Em=9D 8,5036e-010 kg=9Em=9D=09
Moment of Inertia Ip2 3,0476e-010 kg=9Em=9D 8,5036e-010 kg=9Em=9D=09
Moment of Inertia Ip3 8,0845e-010 kg=9Em=9D 1,5419e-009 kg=9Em=9D=09
Statistics=09
Nodes 1627 1622=09
Elements 202 256=09
Mesh Metric None=09
Coordinate Systems
TABLE 4
Model (C4) > Coordinate Systems > Coordinate System
Object Name Global Coordinate System=09
State Fully Defined=09
Definition=09
Type Cartesian=09
Coordinate System ID 0, =09
Origin=09
Origin X 0, m=09
Origin Y 0, m=09
Origin Z 0, m=09
Directional Vectors=09
X Axis Data [ 1, 0, 0, ]=09
Y Axis Data [ 0, 1, 0, ]=09
Z Axis Data [ 0, 0, 1, ]=09
Connections
TABLE 5
Model (C4) > Connections
Object Name Connections=09
State Fully Defined=09
Auto Detection=09
Generate Automatic Connection On Refresh Yes=09
Transparency=09
Enabled Yes=09
TABLE 6
Model (C4) > Connections > Contacts
Object Name Contacts=09
State Fully Defined=09
Definition=09
Connection Type Contact=09
Scope=09
Scoping Method Geometry Selection=09
Geometry All Bodies=09
Auto Detection=09
Tolerance Type Slider=09
Tolerance Slider 0,=09
Tolerance Value 3,5662e-005 m=09
Use Range No=09
Face/Face Yes=09
Face Overlap Tolerance Off=09
Cylindrical Faces Include=09
Face/Edge No=09
Edge/Edge No=09
Priority Include All=09
Group By Bodies=09
Search Across Bodies=09
Statistics=09
Connections 2=09
Active Connections 2=09
TABLE 7
Model (C4) > Connections > Contacts > Contact Regions
Object Name Contact Region Contact Region 2=09
State Fully Defined=09
Scope=09
Scoping Method Geometry Selection=09
Contact 1 Face=09
Target 1 Face=09
Contact Bodies =ED=C1=D1=D4=CE=C9=CB =CB=D2=C5=CD=CE=C9=C5=D7=D9=CA-1=09
Target Bodies =EB=C1=D4=D5=DB=CB=C1 =CD=C5=C4=CE=C1=D1-1 =
=EB=C1=D4=D5=DB=CB=C1 =CD=C5=C4=CE=C1=D1-2=09
Definition=09
Type Bonded=09
Scope Mode Automatic=09
Behavior Program Controlled=09
Trim Contact Program Controlled=09
Trim Tolerance 3,5662e-005 m=09
Suppressed No=09
Advanced=09
Formulation Program Controlled=09
Detection Method Program Controlled=09
Penetration Tolerance Program Controlled=09
Elastic Slip Tolerance Program Controlled=09
Normal Stiffness Program Controlled=09
Update Stiffness Program Controlled=09
Pinball Region Program Controlled=09
Geometric Modification=09
Contact Geometry Correction None=09
Target Geometry Correction None=09
Mesh
TABLE 8
Model (C4) > Mesh
Object Name Mesh=09
State Solved=09
Display=09
Display Style Body Color=09
Defaults=09
Physics Preference Mechanical=09
Relevance 0=09
Element Order Program Controlled=09
Sizing=09
Size Function Adaptive=09
Relevance Center Coarse=09
Element Size Default=09
Initial Size Seed Assembly=09
Transition Fast=09
Span Angle Center Coarse=09
Automatic Mesh Based Defeaturing On=09
Defeature Size Default=09
Minimum Edge Length 7,e-005 m=09
Quality=09
Check Mesh Quality Yes, Errors=09
Error Limits Standard Mechanical=09
Target Quality Default (0.050000)=09
Smoothing Medium=09
Mesh Metric None=09
Inflation=09
Use Automatic Inflation None=09
Inflation Option Smooth Transition=09
Transition Ratio 0,272=09
Maximum Layers 5=09
Growth Rate 1,2=09
Inflation Algorithm Pre=09
View Advanced Options No=09
Advanced=09
Number of CPUs for Parallel Part Meshing Program Controlled=09
Straight Sided Elements No=09
Number of Retries Default (4)=09
Rigid Body Behavior Dimensionally Reduced=09
Mesh Morphing Disabled=09
Triangle Surface Mesher Program Controlled=09
Topology Checking No=09
Pinch Tolerance Please Define=09
Generate Pinch on Refresh No=09
Statistics=09
Nodes 4871=09
Elements 714=09
Modal (C5)
TABLE 9
Model (C4) > Analysis
Object Name Modal (C5)=09
State Solved=09
Definition=09
Physics Type Structural=09
Analysis Type Modal=09
Solver Target Mechanical APDL=09
Options=09
Environment Temperature 22, =9CC=09
Generate Input Only No=09
TABLE 10
Model (C4) > Modal (C5) > Initial Condition
Object Name Pre-Stress (None)=09
State Fully Defined=09
Definition=09
Pre-Stress Environment None=09
TABLE 11
Model (C4) > Modal (C5) > Analysis Settings
Object Name Analysis Settings=09
State Fully Defined=09
Options=09
Max Modes to Find 30=09
Limit Search to Range Yes=09
Range Minimum 0, Hz=09
Range Maximum 10000 Hz=09
Solver Controls=09
Damped No=09
Solver Type Program Controlled=09
Rotordynamics Controls=09
Coriolis Effect Off=09
Campbell Diagram Off=09
Output Controls=09
Stress No=09
Strain No=09
Nodal Forces No=09
Calculate Reactions No=09
General Miscellaneous No=09
Analysis Data Management=09
Solver Files Directory
C:\Users\AdminIU2\Desktop\18.05.18\LabWork1_of_Urazbaev\LabWork1_Part2\L
abWork1_part2_files\dp0\SYS-1\MECH\=09
Future Analysis None=09
Scratch Solver Files Directory =09
Save MAPDL db No=09
Delete Unneeded Files Yes=09
Solver Units Active System=09
Solver Unit System mks=09
TABLE 12
Model (C4) > Modal (C5) > Loads
Object Name Displacement Displacement 2=09
State Fully Defined=09
Scope=09
Scoping Method Geometry Selection=09
Geometry 1 Face=09
Definition=09
Type Displacement=09
Define By Components=09
Coordinate System Global Coordinate System=09
X Component 0, m=09
Y Component 0, m=09
Z Component 0, m=09
Suppressed No=09
Solution (C6)
TABLE 13
Model (C4) > Modal (C5) > Solution
Object Name Solution (C6)=09
State Solved=09
Adaptive Mesh Refinement=09
Max Refinement Loops 1,=09
Refinement Depth 2,=09
Information=09
Status Done=09
MAPDL Elapsed Time 4, s=09
MAPDL Memory Used 293, MB=09
MAPDL Result File Size 2,5 MB=09
Post Processing=09
Beam Section Results No=09
The following bar chart indicates the frequency at each calculated mode.
FIGURE 1
Model (C4) > Modal (C5) > Solution (C6)
Mechanical_Report_Files/Figure0002.png
TABLE 14
Model (C4) > Modal (C5) > Solution (C6)
Mode Frequency [Hz]=09
1, 0,=09
2,=09
3,=09
4,=09
5,=09
6,=09
7, 1,5872=09
8, 1,7368=09
9, 60,346=09
10, 514,86=09
11, 966,5=09
12, 2576,2=09
13, 4697,9=09
TABLE 15
Model (C4) > Modal (C5) > Solution (C6) > Solution Information
Object Name Solution Information=09
State Solved=09
Solution Information=09
Solution Output Solver Output=09
Newton-Raphson Residuals 0=09
Identify Element Violations 0=09
Update Interval 2,5 s=09
Display Points All=09
FE Connection Visibility=09
Activate Visibility Yes=09
Display All FE Connectors=09
Draw Connections Attached To All Nodes=09
Line Color Connection Type=09
Visible on Results No=09
Line Thickness Single=09
Display Type Lines=09
TABLE 16
Model (C4) > Modal (C5) > Solution (C6) > Results
Object Name Total Deformation Total Deformation 2 Total
Deformation 3 Total Deformation 4 Total Deformation 5 Total
Deformation 6 Total Deformation 7 Total Deformation 8=09
State Solved=09
Scope=09
Scoping Method Geometry Selection=09
Geometry All Bodies=09
Definition=09
Type Total Deformation=09
Mode 9, 7, 8, 9, 10, 11, 12, 13,=09
Identifier =09
Suppressed No=09
Results=09
Minimum 0, m=09
Maximum 74,366 m 42108 m 50020 m 74,366 m 77,294 m
43,505 m 79,055 m 89,182 m=09
Minimum Occurs On =ED=C1=D1=D4=CE=C9=CB =CB=D2=C5=CD=CE=C9=C5=D7=D9=CA-1 =
Maximum Occurs On =ED=C1=D1=D4=CE=C9=CB =CB=D2=C5=CD=CE=C9=C5=D7=D9=CA-1 =
Information=09
Frequency 60,346 Hz 1,5872 Hz 1,7368 Hz 60,346
Hz 514,86 Hz 966,5 Hz 2576,2 Hz 4697,9 Hz=09
TABLE 17
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation
Mode Frequency [Hz]=09
1, 0,=09
2,=09
3,=09
4,=09
5,=09
6,=09
7, 1,5872=09
8, 1,7368=09
9, 60,346=09
10, 514,86=09
11, 966,5=09
12, 2576,2=09
13, 4697,9=09
TABLE 18
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation 2
Mode Frequency [Hz]=09
1, 0,=09
2,=09
3,=09
4,=09
5,=09
6,=09
7, 1,5872=09
8, 1,7368=09
9, 60,346=09
10, 514,86=09
11, 966,5=09
12, 2576,2=09
13, 4697,9=09
TABLE 19
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation 3
Mode Frequency [Hz]=09
1, 0,=09
2,=09
3,=09
4,=09
5,=09
6,=09
7, 1,5872=09
8, 1,7368=09
9, 60,346=09
10, 514,86=09
11, 966,5=09
12, 2576,2=09
13, 4697,9=09
TABLE 20
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation 4
Mode Frequency [Hz]=09
1, 0,=09
2,=09
3,=09
4,=09
5,=09
6,=09
7, 1,5872=09
8, 1,7368=09
9, 60,346=09
10, 514,86=09
11, 966,5=09
12, 2576,2=09
13, 4697,9=09
TABLE 21
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation 5
Mode Frequency [Hz]=09
1, 0,=09
2,=09
3,=09
4,=09
5,=09
6,=09
7, 1,5872=09
8, 1,7368=09
9, 60,346=09
10, 514,86=09
11, 966,5=09
12, 2576,2=09
13, 4697,9=09
TABLE 22
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation 6
Mode Frequency [Hz]=09
1, 0,=09
2,=09
3,=09
4,=09
5,=09
6,=09
7, 1,5872=09
8, 1,7368=09
9, 60,346=09
10, 514,86=09
11, 966,5=09
12, 2576,2=09
13, 4697,9=09
TABLE 23
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation 7
Mode Frequency [Hz]=09
1, 0,=09
2,=09
3,=09
4,=09
5,=09
6,=09
7, 1,5872=09
8, 1,7368=09
9, 60,346=09
10, 514,86=09
11, 966,5=09
12, 2576,2=09
13, 4697,9=09
TABLE 24
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation 8
Mode Frequency [Hz]=09
1, 0,=09
2,=09
3,=09
4,=09
5,=09
6,=09
7, 1,5872=09
8, 1,7368=09
9, 60,346=09
10, 514,86=09
11, 966,5=09
12, 2576,2=09
13, 4697,9=09
Material Data=20
Material 1
TABLE 25
Material 1 > Constants
Density 2300, kg m^-3=09
TABLE 26
Material 1 > Appearance=20
Red Green Blue =09
178, 72, 33,=09
TABLE 27
Material 1 > Isotropic Elasticity=20
Temperature C Young's Modulus Pa Poisson's Ratio Bulk
Modulus Pa Shear Modulus Pa=09
1,09e+011 0,266 7,7635e+010 4,3049e+010=09
Material 2
TABLE 28
Material 2 > Constants
Density 7600, kg m^-3=09
TABLE 29
Material 2 > Appearance=20
Red Green Blue =09
82, 178, 88,=09
TABLE 30
Material 2 > Isotropic Elasticity=20
Temperature C Young's Modulus Pa Poisson's Ratio Bulk
Modulus Pa Shear Modulus Pa=09
1,1e+011 0,32 1,0185e+011 4,1667e+010=09
------=_NextPart_001_0009_01D3F1E4.5FB08DC0
Content-Type: text/html
Content-Transfer-Encoding: 8bit
Project
First Saved | Friday, May 18, 2018 |
---|
Last Saved | Tuesday, May 22, 2018 |
---|
Product Version | 18.1 Release |
---|
Save Project Before Solution | No |
---|
Save Project After Solution | No |
---|
![Mechanical_Report_Files/Figure0001.png](Mechanical_Report_Files/Figure0001.png)
Contents
Report Not Finalized
Not all objects described below are in a finalized state.
As a result, data may be incomplete, obsolete or in error.
View first state problem.
To finalize this report, edit objects as needed and solve the analyses.
TABLE 1
Unit System | Metric (m, kg, N, s, V, A) Degrees rad/s Celsius |
---|
Angle | Degrees |
---|
Rotational Velocity | rad/s |
---|
Temperature | Celsius |
---|
TABLE 2
Model (C4) > Geometry
Object Name | Geometry |
---|
State | Fully Defined |
---|
Definition |
---|
Source | C:\Users\AdminIU2\Desktop\18.05.18\LabWork1_of_Urazbaev\LabWork1_Part2\Маятник с катушками.SLDASM |
---|
Type | SolidWorks |
---|
Length Unit | Millimeters |
---|
Element Control | Program Controlled |
---|
Display Style | Body Color |
---|
Bounding Box |
---|
Length X | 8,e-003 m |
---|
Length Y | 1,1e-002 m |
---|
Length Z | 4,3e-003 m |
---|
Properties |
---|
Volume | 8,7475e-008 m? |
---|
Mass | 5,3421e-004 kg |
---|
Scale Factor Value | 1, |
---|
Statistics |
---|
Bodies | 3 |
---|
Active Bodies | 3 |
---|
Nodes | 4871 |
---|
Elements | 714 |
---|
Mesh Metric | None |
---|
Basic Geometry Options |
---|
Solid Bodies | Yes |
---|
Surface Bodies | Yes |
---|
Line Bodies | No |
---|
Parameters | Independent |
---|
Parameter Key | ANS;DS |
---|
Attributes | No |
---|
Named Selections | No |
---|
Material Properties | No |
---|
Advanced Geometry Options |
---|
Use Associativity | Yes |
---|
Coordinate Systems | No |
---|
Reader Mode Saves Updated File | No |
---|
Use Instances | Yes |
---|
Smart CAD Update | Yes |
---|
Compare Parts On Update | No |
---|
Attach File Via Temp File | Yes |
---|
Temporary Directory | C:\Users\AdminIU2\AppData\Local\Temp |
---|
Analysis Type | 3-D |
---|
Mixed Import Resolution | None |
---|
Decompose Disjoint Geometry | Yes |
---|
Enclosure and Symmetry Processing | Yes |
---|
TABLE 3
Model (C4) > Geometry > Parts
Object Name | Маятник кремниевый-1 | Катушка медная-1 | Катушка медная-2 |
---|
State | Meshed |
---|
Graphics Properties |
---|
Visible | Yes |
---|
Transparency | 1 |
---|
Definition |
---|
Suppressed | No |
---|
Stiffness Behavior | Flexible |
---|
Coordinate System | Default Coordinate System |
---|
Reference Temperature | By Environment |
---|
Behavior | None |
---|
Material |
---|
Assignment | Material 1 | Material 2 |
---|
Nonlinear Effects | Yes |
---|
Thermal Strain Effects | Yes |
---|
Bounding Box |
---|
Length X | 8,e-003 m | 6,e-003 m |
---|
Length Y | 1,1e-002 m | 6,e-003 m |
---|
Length Z | 3,e-004 m | 2,e-003 m |
---|
Properties |
---|
Volume | 2,4642e-008 m? | 3,1417e-008 m? |
---|
Mass | 5,6677e-005 kg | 2,3877e-004 kg |
---|
Centroid X | 1,1264e-021 m | 0, m | 3,3055e-020 m |
---|
Centroid Y | 1,4408e-004 m | -4,1835e-020 m | -1,5177e-019 m |
---|
Centroid Z | 3,6196e-021 m | 1,15e-003 m | -1,15e-003 m |
---|
Moment of Inertia Ip1 | 5,0455e-010 kg·m² | 8,5036e-010 kg·m² |
---|
Moment of Inertia Ip2 | 3,0476e-010 kg·m² | 8,5036e-010 kg·m² |
---|
Moment of Inertia Ip3 | 8,0845e-010 kg·m² | 1,5419e-009 kg·m² |
---|
Statistics |
---|
Nodes | 1627 | 1622 |
---|
Elements | 202 | 256 |
---|
Mesh Metric | None |
---|
TABLE 4
Model (C4) > Coordinate Systems > Coordinate System
Object Name | Global Coordinate System |
---|
State | Fully Defined |
---|
Definition |
---|
Type | Cartesian |
---|
Coordinate System ID | 0, |
---|
Origin |
---|
Origin X | 0, m |
---|
Origin Y | 0, m |
---|
Origin Z | 0, m |
---|
Directional Vectors |
---|
X Axis Data | [ 1, 0, 0, ] |
---|
Y Axis Data | [ 0, 1, 0, ] |
---|
Z Axis Data | [ 0, 0, 1, ] |
---|
TABLE 5
Model (C4) > Connections
Object Name | Connections |
---|
State | Fully Defined |
---|
Auto Detection |
---|
Generate Automatic Connection On Refresh | Yes |
---|
Transparency |
---|
Enabled | Yes |
---|
TABLE 6
Model (C4) > Connections > Contacts
Object Name | Contacts |
---|
State | Fully Defined |
---|
Definition |
---|
Connection Type | Contact |
---|
Scope |
---|
Scoping Method | Geometry Selection |
---|
Geometry | All Bodies |
---|
Auto Detection |
---|
Tolerance Type | Slider |
---|
Tolerance Slider | 0, |
---|
Tolerance Value | 3,5662e-005 m |
---|
Use Range | No |
---|
Face/Face | Yes |
---|
Face Overlap Tolerance | Off |
---|
Cylindrical Faces | Include |
---|
Face/Edge | No |
---|
Edge/Edge | No |
---|
Priority | Include All |
---|
Group By | Bodies |
---|
Search Across | Bodies |
---|
Statistics |
---|
Connections | 2 |
---|
Active Connections | 2 |
---|
TABLE 7
Model (C4) > Connections > Contacts > Contact Regions
Object Name | Contact Region | Contact Region 2 |
---|
State | Fully Defined |
---|
Scope |
---|
Scoping Method | Geometry Selection |
---|
Contact | 1 Face |
---|
Target | 1 Face |
---|
Contact Bodies | Маятник кремниевый-1 |
---|
Target Bodies | Катушка медная-1 | Катушка медная-2 |
---|
Definition |
---|
Type | Bonded |
---|
Scope Mode | Automatic |
---|
Behavior | Program Controlled |
---|
Trim Contact | Program Controlled |
---|
Trim Tolerance | 3,5662e-005 m |
---|
Suppressed | No |
---|
Advanced |
---|
Formulation | Program Controlled |
---|
Detection Method | Program Controlled |
---|
Penetration Tolerance | Program Controlled |
---|
Elastic Slip Tolerance | Program Controlled |
---|
Normal Stiffness | Program Controlled |
---|
Update Stiffness | Program Controlled |
---|
Pinball Region | Program Controlled |
---|
Geometric Modification |
---|
Contact Geometry Correction | None |
---|
Target Geometry Correction | None |
---|
TABLE 8
Model (C4) > Mesh
Object Name | Mesh |
---|
State | Solved |
---|
Display |
---|
Display Style | Body Color |
---|
Defaults |
---|
Physics Preference | Mechanical |
---|
Relevance | 0 |
---|
Element Order | Program Controlled |
---|
Sizing |
---|
Size Function | Adaptive |
---|
Relevance Center | Coarse |
---|
Element Size | Default |
---|
Initial Size Seed | Assembly |
---|
Transition | Fast |
---|
Span Angle Center | Coarse |
---|
Automatic Mesh Based Defeaturing | On |
---|
Defeature Size | Default |
---|
Minimum Edge Length | 7,e-005 m |
---|
Quality |
---|
Check Mesh Quality | Yes, Errors |
---|
Error Limits | Standard Mechanical |
---|
Target Quality | Default (0.050000) |
---|
Smoothing | Medium |
---|
Mesh Metric | None |
---|
Inflation |
---|
Use Automatic Inflation | None |
---|
Inflation Option | Smooth Transition |
---|
Transition Ratio | 0,272 |
---|
Maximum Layers | 5 |
---|
Growth Rate | 1,2 |
---|
Inflation Algorithm | Pre |
---|
View Advanced Options | No |
---|
Advanced |
---|
Number of CPUs for Parallel Part Meshing | Program Controlled |
---|
Straight Sided Elements | No |
---|
Number of Retries | Default (4) |
---|
Rigid Body Behavior | Dimensionally Reduced |
---|
Mesh Morphing | Disabled |
---|
Triangle Surface Mesher | Program Controlled |
---|
Topology Checking | No |
---|
Pinch Tolerance | Please Define |
---|
Generate Pinch on Refresh | No |
---|
Statistics |
---|
Nodes | 4871 |
---|
Elements | 714 |
---|
TABLE 9
Model (C4) > Analysis
Object Name | Modal (C5) |
---|
State | Solved |
---|
Definition |
---|
Physics Type | Structural |
---|
Analysis Type | Modal |
---|
Solver Target | Mechanical APDL |
---|
Options |
---|
Environment Temperature | 22, °C |
---|
Generate Input Only | No |
---|
TABLE 10
Model (C4) > Modal (C5) > Initial Condition
TABLE 11
Model (C4) > Modal (C5) > Analysis Settings
Object Name | Analysis Settings |
---|
State | Fully Defined |
---|
Options |
---|
Max Modes to Find | 30 |
---|
Limit Search to Range | Yes |
---|
Range Minimum | 0, Hz |
---|
Range Maximum | 10000 Hz |
---|
Solver Controls |
---|
Damped | No |
---|
Solver Type | Program Controlled |
---|
Rotordynamics Controls |
---|
Coriolis Effect | Off |
---|
Campbell Diagram | Off |
---|
Output Controls |
---|
Stress | No |
---|
Strain | No |
---|
Nodal Forces | No |
---|
Calculate Reactions | No |
---|
General Miscellaneous | No |
---|
Analysis Data Management |
---|
Solver Files Directory | C:\Users\AdminIU2\Desktop\18.05.18\LabWork1_of_Urazbaev\LabWork1_Part2\LabWork1_part2_files\dp0\SYS-1\MECH\ |
---|
Future Analysis | None |
---|
Scratch Solver Files Directory | |
---|
Save MAPDL db | No |
---|
Delete Unneeded Files | Yes |
---|
Solver Units | Active System |
---|
Solver Unit System | mks |
---|
TABLE 12
Model (C4) > Modal (C5) > Loads
Object Name | Displacement | Displacement 2 |
---|
State | Fully Defined |
---|
Scope |
---|
Scoping Method | Geometry Selection |
---|
Geometry | 1 Face |
---|
Definition |
---|
Type | Displacement |
---|
Define By | Components |
---|
Coordinate System | Global Coordinate System |
---|
X Component | 0, m |
---|
Y Component | 0, m |
---|
Z Component | 0, m |
---|
Suppressed | No |
---|
TABLE 13
Model (C4) > Modal (C5) > Solution
Object Name | Solution (C6) |
---|
State | Solved |
---|
Adaptive Mesh Refinement |
---|
Max Refinement Loops | 1, |
---|
Refinement Depth | 2, |
---|
Information |
---|
Status | Done |
---|
MAPDL Elapsed Time | 4, s |
---|
MAPDL Memory Used | 293, MB |
---|
MAPDL Result File Size | 2,5 MB |
---|
Post Processing |
---|
Beam Section Results | No |
---|
The following bar chart indicates the frequency at each calculated mode.
FIGURE 1
Model (C4) > Modal (C5) > Solution (C6)
![Mechanical_Report_Files/Figure0002.png](Mechanical_Report_Files/Figure0002.png)
TABLE 14
Model (C4) > Modal (C5) > Solution (C6)
Mode | Frequency [Hz] |
---|
1, | 0, |
2, |
3, |
4, |
5, |
6, |
7, | 1,5872 |
8, | 1,7368 |
9, | 60,346 |
10, | 514,86 |
11, | 966,5 |
12, | 2576,2 |
13, | 4697,9 |
TABLE 15
Model (C4) > Modal (C5) > Solution (C6) > Solution Information
Object Name | Solution Information |
---|
State | Solved |
---|
Solution Information |
---|
Solution Output | Solver Output |
---|
Newton-Raphson Residuals | 0 |
---|
Identify Element Violations | 0 |
---|
Update Interval | 2,5 s |
---|
Display Points | All |
---|
FE Connection Visibility |
---|
Activate Visibility | Yes |
---|
Display | All FE Connectors |
---|
Draw Connections Attached To | All Nodes |
---|
Line Color | Connection Type |
---|
Visible on Results | No |
---|
Line Thickness | Single |
---|
Display Type | Lines |
---|
TABLE 16
Model (C4) > Modal (C5) > Solution (C6) > Results
Object Name | Total Deformation | Total Deformation 2 | Total Deformation 3 | Total Deformation 4 | Total Deformation 5 | Total Deformation 6 | Total Deformation 7 | Total Deformation 8 |
---|
State | Solved |
---|
Scope |
---|
Scoping Method | Geometry Selection |
---|
Geometry | All Bodies |
---|
Definition |
---|
Type | Total Deformation |
---|
Mode | 9, | 7, | 8, | 9, | 10, | 11, | 12, | 13, |
---|
Identifier | |
---|
Suppressed | No |
---|
Results |
---|
Minimum | 0, m |
---|
Maximum | 74,366 m | 42108 m | 50020 m | 74,366 m | 77,294 m | 43,505 m | 79,055 m | 89,182 m |
---|
Minimum Occurs On | Маятник кремниевый-1 |
---|
Maximum Occurs On | Маятник кремниевый-1 |
---|
Information |
---|
Frequency | 60,346 Hz | 1,5872 Hz | 1,7368 Hz | 60,346 Hz | 514,86 Hz | 966,5 Hz | 2576,2 Hz | 4697,9 Hz |
---|
TABLE 17
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation
Mode | Frequency [Hz] |
---|
1, | 0, |
2, |
3, |
4, |
5, |
6, |
7, | 1,5872 |
8, | 1,7368 |
9, | 60,346 |
10, | 514,86 |
11, | 966,5 |
12, | 2576,2 |
13, | 4697,9 |
TABLE 18
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation 2
Mode | Frequency [Hz] |
---|
1, | 0, |
2, |
3, |
4, |
5, |
6, |
7, | 1,5872 |
8, | 1,7368 |
9, | 60,346 |
10, | 514,86 |
11, | 966,5 |
12, | 2576,2 |
13, | 4697,9 |
TABLE 19
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation 3
Mode | Frequency [Hz] |
---|
1, | 0, |
2, |
3, |
4, |
5, |
6, |
7, | 1,5872 |
8, | 1,7368 |
9, | 60,346 |
10, | 514,86 |
11, | 966,5 |
12, | 2576,2 |
13, | 4697,9 |
TABLE 20
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation 4
Mode | Frequency [Hz] |
---|
1, | 0, |
2, |
3, |
4, |
5, |
6, |
7, | 1,5872 |
8, | 1,7368 |
9, | 60,346 |
10, | 514,86 |
11, | 966,5 |
12, | 2576,2 |
13, | 4697,9 |
TABLE 21
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation 5
Mode | Frequency [Hz] |
---|
1, | 0, |
2, |
3, |
4, |
5, |
6, |
7, | 1,5872 |
8, | 1,7368 |
9, | 60,346 |
10, | 514,86 |
11, | 966,5 |
12, | 2576,2 |
13, | 4697,9 |
TABLE 22
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation 6
Mode | Frequency [Hz] |
---|
1, | 0, |
2, |
3, |
4, |
5, |
6, |
7, | 1,5872 |
8, | 1,7368 |
9, | 60,346 |
10, | 514,86 |
11, | 966,5 |
12, | 2576,2 |
13, | 4697,9 |
TABLE 23
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation 7
Mode | Frequency [Hz] |
---|
1, | 0, |
2, |
3, |
4, |
5, |
6, |
7, | 1,5872 |
8, | 1,7368 |
9, | 60,346 |
10, | 514,86 |
11, | 966,5 |
12, | 2576,2 |
13, | 4697,9 |
TABLE 24
Model (C4) > Modal (C5) > Solution (C6) > Total Deformation 8
Mode | Frequency [Hz] |
---|
1, | 0, |
2, |
3, |
4, |
5, |
6, |
7, | 1,5872 |
8, | 1,7368 |
9, | 60,346 |
10, | 514,86 |
11, | 966,5 |
12, | 2576,2 |
13, | 4697,9 |
TABLE 25
Material 1 > Constants
TABLE 26
Material 1 > Appearance
Red | Green | Blue |
---|
178, | 72, | 33, |
TABLE 27
Material 1 > Isotropic Elasticity
Temperature C | Young's Modulus Pa | Poisson's Ratio | Bulk Modulus Pa | Shear Modulus Pa |
---|
| 1,09e+011 | 0,266 | 7,7635e+010 | 4,3049e+010 |
TABLE 28
Material 2 > Constants
TABLE 29
Material 2 > Appearance
Red | Green | Blue |
---|
82, | 178, | 88, |
TABLE 30
Material 2 > Isotropic Elasticity
Temperature C | Young's Modulus Pa | Poisson's Ratio | Bulk Modulus Pa | Shear Modulus Pa |
---|
| 1,1e+011 | 0,32 | 1,0185e+011 | 4,1667e+010 |
------=_NextPart_001_0009_01D3F1E4.5FB08DC0--
------=_NextPart_000_0008_01D3F1E4.5FB08DC0
Content-Type: image/png;
name="Figure0001.png"
Content-Transfer-Encoding: base64
Content-Disposition: inline;
filename="Figure0001.png"
Content-Location: Mechanical_Report_Files/Figure0001.png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------=_NextPart_000_0008_01D3F1E4.5FB08DC0
Content-Type: image/png;
name="Figure0002.png"
Content-Transfer-Encoding: base64
Content-Disposition: inline;
filename="Figure0002.png"
Content-Location: Mechanical_Report_Files/Figure0002.png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------=_NextPart_000_0008_01D3F1E4.5FB08DC0
Content-Type: image/png;
name="Logo.png"
Content-Transfer-Encoding: base64
Content-Disposition: inline;
filename="Logo.png"
Content-Location: Mechanical_Report_Files/Logo.png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------=_NextPart_000_0008_01D3F1E4.5FB08DC0--