毕业设计（论文） 参考文献
[1] 洪林，张家耕，蒋秀明.综框组合运动规律特性分析和比较[J].天津理工学院学报，1999年04期.
[2] 王利人，马崇启，王和.微机模拟H212型毛织机的综框运动[J].毛纺科技，1994年02期.
[3] 田本正.报废木质综框的再利用[J].毛纺科技，1984年05期. [4] 徐雷麟.综框织造的一种新技术[J].国外纺织技术，1997年01期. [5] 陈淑香.片梭织机用金属——塑料组合综框[J].纺织器材，1981年04期. [6] 刘春华.布机综框的改进[J].棉纺织技术，1981年02期. [7] 陈淑香.高速织机用综框[J].纺织器材，1981年06期. [8] 孙正琪.高速织机用的综框[J].棉纺织技术，1983年09期.
[9] 常喜元.织机金属综框跑综的解决方法[J].上海纺织科技，1993年01期. [10] 徐世强.喷气织机综框的模态分析[J].苏州大学，2008年.
[11] Kinari T,Lwata Y. Shintaku S Transverse vibration properties of heald for jet loom[J].2002（02）.
[12] Lee D G,Lee C S. Oh J H Composite heddle frame gor high-speed looms[外文期刊].1999（12）.
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毕业设计（论文） 附录一
Project
Project Created
Monday, May 23, 2011 at 5:50:21 PM
Project Last Modified
Monday, May 23, 2011 at 5:50:21 PM
Report Created
Monday, May 23, 2011 at 6:05:02 PM
Software Used ANSYS 10.0 Database Document9.dsdb
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毕业设计（论文） 1. Summary
This report documents design and analysis information created and
maintained using the ANSYS? engineering software program. Each scenario listed below represents one complete engineering simulation.
Scenario 1
? ? ? ? ? ?
Based on the DesignModeler assembly \. Considered the effect of body-to-body contact. Calculated frequency results. No convergence criteria defined. No alert criteria defined.
See Scenario 1 below for supporting details and Appendix A1 for corresponding figures.
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毕业设计（论文） 2. Introduction
The ANSYS CAE (Computer-Aided Engineering) software program was used in conjunction with 3D CAD (Computer-Aided Design) solid geometry to simulate the behavior of mechanical bodies under thermal/structural loading conditions. ANSYS automated FEA (Finite Element Analysis) technologies from ANSYS, Inc. to generate the results listed in this report.
Each scenario presented below represents one complete engineering
simulation. The definition of a simulation includes known factors about a design such as material properties per body, contact behavior between bodies (in an assembly), and types and magnitudes of loading conditions. The results of a simulation provide insight into how the bodies may perform and how the design might be improved. Multiple scenarios allow comparison of results given different loading conditions, materials or geometric configurations.
Convergence and alert criteria may be defined for any of the results and can serve as guides for evaluating the quality of calculated results and the acceptability of values in the context of known design requirements.
?
Solution history provides a means of assessing the quality of results by examining how values change during successive iterations of solution refinement. Convergence criteria sets a specific limit on the allowable change in a result between iterations. A result meeting this criteria is said to be \
?
Alert criteria define \ values. Alert ranges typically represent known aspects of the design specification.
All values are presented in the \ unit system.
Notice
Do not accept or reject a design based solely on the data presented in this report. Evaluate designs by considering this information in
conjunction with experimental test data and the practical experience of design engineers and analysts. A quality approach to engineering design usually mandates physical testing as the final means of validating structural integrity to a measured precision.
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毕业设计（论文） 3. Scenario 1
3.1. \
\ obtains geometry from the DesignModeler assembly \.
? ? ?
The bounding box for all positioned bodies in the model measures 0.01 by 0.65 by 1.98 m along the global x, y and z axes, respectively. The model has a total mass of 22.52 kg. The model has a total volume of 2.87×10-3 m3.
Table 3.1.1. Bodies Nonlinear Bounding Mass (kg) Volume (m3) 1.17×10-3 Name Material Material Effects Box(m) 9.0×10-3, 0.07, 1.98 Nodes Elements \ \Steel\ \Steel\ \Steel\ \Steel\ \Steel\ \Steel\ \Steel\ \Steel\ \Steel\ Yes 9.16 4829 840 \ Yes 0.01, 0.14, 0.06 0.61 1.18×10-2, 0.48, 0.02 1.18×10-2, 0.48, 1.8×10 9.0×10-3, 0.11, 1.98 1.5×10-3, 7.5×10, 1.98 1.5×10-3, 7.5×10, 1.98 -3-3-27.77×10-5 1451 224 \ Yes 0.63 8.03×10-5 6997 3773 \ Yes 0.63 8.03×10-5 7258 3997 \ Yes 9.32 1.19×10-3 19789 9822 \ Yes 0.17 2.13×10-5 1078 220 \ Yes 0.17 2.13×10-5 1036 180 \ Yes 0.01, 0.14, 0.06 0.61 7.77×10-5 1408 212 \ Yes 0.01, 0.14, 0.06 0.61 7.77×10-5 7.77×10-5 1366 212 \ \Yes 0.01, 0.14, 0.06 0.61 1557 264 33
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