Mechanical APDL Basic Analysis Guide - Ansys
Mechanical APDL Basic Analysis Guide - Ansys Mechanical APDL Basic Analysis Guide - Ansys
Chapter 1: Getting Started with ANSYS • For line and area elements that require geometry data (cross-sectional area, thickness, diameter, etc.) to be specified as real constants, you can verify the input graphically by using the following commands in the order shown: Command(s): /ESHAPE and EPLOT GUI: Utility Menu> PlotCtrls> Style> Size and Shape Utility Menu> Plot> Elements ANSYS displays the elements as solid elements, using a rectangular cross-section for link and shell elements and a circular cross-section for pipe elements. The cross-section proportions are determined from the real constant values. 1.1.3.1. Creating Cross Sections If you are building a model using BEAM188or BEAM189, you can use the section commands (SECTYPE, SECDATA, etc.) or their GUI path equivalents to define and use cross sections in your models. See "Beam Analysis and Cross Sections" in the Structural Analysis Guide for information on how to use the BeamTool to create cross sections. 1.1.4. Defining Material Properties Most element types require material properties. Depending on the application, material properties can be linear (see Linear Material Properties (p. 4)) or nonlinear (see Nonlinear Material Properties (p. 7)). As with element types and real constants, each set of material properties has a material reference number. The table of material reference numbers versus material property sets is called the material table. Within one analysis, you may have multiple material property sets (to correspond with multiple materials used in the model). ANSYS identifies each set with a unique reference number. While defining the elements, you point to the appropriate material reference number using the MAT command. 1.1.4.1. Linear Material Properties Linear material properties can be constant or temperature-dependent, and isotropic or orthotropic. To define constant material properties (either isotropic or orthotropic), use one of the following: Command(s): MP GUI: Main Menu> Preprocessor> Material Props> Material Models (See Material Model Interface (p. 8) for details on the GUI.) You also must specify the appropriate property label; for example EX, EY, EZ for Young's modulus, KXX, KYY, KZZ for thermal conductivity, and so forth. For isotropic material you need to define only the X-direction property; the other directions default to the X-direction value. For example: MP,EX,1,2E11 ! Young's modulus for material ref. no. 1 is 2E11 MP,DENS,1,7800 ! Density for material ref. no. 1 is 7800 MP,KXX,1,43 ! Thermal conductivity for material ref. no 1 is 43 Besides the defaults for Y- and Z-direction properties (which default to the X-direction properties), other material property defaults are built in to reduce the amount of input. For example, Poisson's ratio (NUXY) defaults to 0.3, shear modulus (GXY) defaults to EX/2(1+NUXY)), and emissivity (EMIS) defaults to 1.0. See the Element Reference for details. 4 Release 13.0 - © SAS IP, Inc. All rights reserved. - Contains proprietary and confidential information of ANSYS, Inc. and its subsidiaries and affiliates.
You can choose constant, isotropic, linear material properties from a material library available through the GUI. Young's modulus, density, coefficient of thermal expansion, Poisson's ratio, thermal conductivity and specific heat are available for 10 materials in four unit systems. Caution The property values in the material library are provided for your convenience. They are typical values for the materials you can use for preliminary analyses and noncritical applications. As always, you are responsible for all data input to the ANSYS program. To define temperature-dependent material properties, you can use the MP command in combination with the MPTEMP or MPTGEN command. You also can use the MPTEMP and MPDATA commands. The MP command allows you to define a property-versus-temperature function in the form of a polynomial. The polynomial may be linear, quadratic, cubic, or quartic: Property = C 0 + C 1T + C 2T 2 + C 3T 3 + C 4T 4 C n are the coefficients and T is the temperature. You enter the coefficients using the C0, C1, C2, C3, and C4 arguments on the MP command. If you specify just C0, the material property is constant; if you specify C0 and C1, the material property varies linearly with temperature; and so on. When you specify a temperaturedependent property in this manner, the program internally evaluates the polynomial at discrete temperature points with linear interpolation between points (that is, piecewise linear representation) and a constantvalued extrapolation beyond the extreme points. You must use the MPTEMP or MPTGEN command before the MP command for second and higher-order properties to define appropriate temperature steps. The second way to define temperature-dependent material properties is to use a combination of MPTEMP and MPDATA commands. MPTEMP (or MPTGEN) defines a series of temperatures, and MPDATA defines corresponding material property values. For example, the following commands define a temperature-dependent enthalpy for material 4: MPTEMP,1,1600,1800,2000,2325,2326,2335 ! 6 temperatures (temps 1-6) MPTEMP,7,2345,2355,2365,2374,2375,3000 ! 6 more temps (temps 7-12) MPDATA,ENTH,4,1,53.81,61.23,68.83,81.51,81.55,82.31 ! Corresponding MPDATA,ENTH,4,7,84.48,89.53,99.05,112.12,113.00,137.40 ! enthalpy values If an unequal number of property data points and temperature data points are defined, the ANSYS program uses only those locations having both points defined for the property function table. To define a different set of temperatures for the next material property, you should first erase the current temperature table by issuing MPTEMP (without any arguments) and then define new temperatures (using additional MPTEMP or MPTGEN commands). The MPPLOT command displays a graph of material property versus temperature. Figure 1.1 (p. 6) shows a plot of the enthalpy-temperature curve defined in the example above. The MPLIST command lists material properties. Release 13.0 - © SAS IP, Inc. All rights reserved. - Contains proprietary and confidential information of ANSYS, Inc. and its subsidiaries and affiliates. 1.1.4. Defining Material Properties 5
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- Page 5 and 6: 2.8.4.3. Define Material Properties
- Page 7 and 8: 7.2.1.6. Particle Flow and Charged
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- Page 19: shown below define two element type
- Page 23 and 24: You can save linear material proper
- Page 25 and 26: Figure 1.4 Material Model Interface
- Page 27 and 28: Figure 1.7 Data Input Dialog Box -
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- Page 31 and 32: 9. Click on OK. The dialog box clos
- Page 33 and 34: 1.1.4.9. Reading a Material Library
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- Page 39 and 40: Figure 2.2 Transient Load History C
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- Page 45 and 46: Note If the node rotation angles th
- Page 47 and 48: Figure 2.7 Scaling Temperature Cons
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- Page 51 and 52: Utility Menu> List> Loads> Surface>
- Page 53 and 54: Figure 2.9 Example of Surface Load
- Page 55 and 56: the shell, and 270° to 360° for t
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- Page 59 and 60: Figure 2.15 Transfers to BFK Loads
- Page 61 and 62: CASE C: At least one BFV, BFA, or B
- Page 63 and 64: A handy way to specify density so t
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- Page 67 and 68: Boundary Condition Heat Flux Film C
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You can choose constant, isotropic, linear material properties from a material library available through the<br />
GUI. Young's modulus, density, coefficient of thermal expansion, Poisson's ratio, thermal conductivity and<br />
specific heat are available for 10 materials in four unit systems.<br />
Caution<br />
The property values in the material library are provided for your convenience. They are typical<br />
values for the materials you can use for preliminary analyses and noncritical applications. As always,<br />
you are responsible for all data input to the ANSYS program.<br />
To define temperature-dependent material properties, you can use the MP command in combination with<br />
the MPTEMP or MPTGEN command. You also can use the MPTEMP and MPDATA commands. The MP<br />
command allows you to define a property-versus-temperature function in the form of a polynomial. The<br />
polynomial may be linear, quadratic, cubic, or quartic:<br />
Property = C 0 + C 1T + C 2T 2 + C 3T 3 + C 4T 4<br />
C n are the coefficients and T is the temperature. You enter the coefficients using the C0, C1, C2, C3, and C4<br />
arguments on the MP command. If you specify just C0, the material property is constant; if you specify C0<br />
and C1, the material property varies linearly with temperature; and so on. When you specify a temperaturedependent<br />
property in this manner, the program internally evaluates the polynomial at discrete temperature<br />
points with linear interpolation between points (that is, piecewise linear representation) and a constantvalued<br />
extrapolation beyond the extreme points. You must use the MPTEMP or MPTGEN command before<br />
the MP command for second and higher-order properties to define appropriate temperature steps.<br />
The second way to define temperature-dependent material properties is to use a combination of MPTEMP<br />
and MPDATA commands. MPTEMP (or MPTGEN) defines a series of temperatures, and MPDATA defines<br />
corresponding material property values. For example, the following commands define a temperature-dependent<br />
enthalpy for material 4:<br />
MPTEMP,1,1600,1800,2000,2325,2326,2335 ! 6 temperatures (temps 1-6)<br />
MPTEMP,7,2345,2355,2365,2374,2375,3000 ! 6 more temps (temps 7-12)<br />
MPDATA,ENTH,4,1,53.81,61.23,68.83,81.51,81.55,82.31 ! Corresponding<br />
MPDATA,ENTH,4,7,84.48,89.53,99.05,112.12,113.00,137.40 ! enthalpy values<br />
If an unequal number of property data points and temperature data points are defined, the ANSYS program<br />
uses only those locations having both points defined for the property function table. To define a different<br />
set of temperatures for the next material property, you should first erase the current temperature table by<br />
issuing MPTEMP (without any arguments) and then define new temperatures (using additional MPTEMP<br />
or MPTGEN commands).<br />
The MPPLOT command displays a graph of material property versus temperature. Figure 1.1 (p. 6) shows<br />
a plot of the enthalpy-temperature curve defined in the example above. The MPLIST command lists material<br />
properties.<br />
Release 13.0 - © SAS IP, Inc. All rights reserved. - Contains proprietary and confidential information<br />
of ANSYS, Inc. and its subsidiaries and affiliates.<br />
1.1.4. Defining Material Properties<br />
5