1 / 15

Finite element analysis of DECam May 11 C1 corrector lens – gravity and thermal load cases

Finite element analysis of DECam May 11 C1 corrector lens – gravity and thermal load cases. Bruce C. Bigelow, Physics Department, University of Michigan 6-7 July 2005 . FEA of May 11 C1 element. This talk: Conceptual design for an athermal elastomeric lens mount (RTV)

taniel
Download Presentation

Finite element analysis of DECam May 11 C1 corrector lens – gravity and thermal load cases

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Finite element analysis of DECam May 11 C1 corrector lens – gravity and thermal load cases Bruce C. Bigelow, Physics Department, University of Michigan 6-7 July 2005 B. C. Bigelow - UM Physics

  2. FEA of May 11 C1 element • This talk: • Conceptual design for an athermal elastomeric lens mount (RTV) • Description of objectives, model, and load cases • Deflection and stress results B. C. Bigelow - UM Physics

  3. FEA of May 11 C1 element • Objectives: • Determine deflections of C1 under gravity loads for RTV mount • Determine stresses in C1, elastomer, and cell for -20C temp swing • Models: • 1/2 geometry model • 3mm RTV elastomeric bond (radial and axial directions) • Invar cell, FS lens • Assume a perfectly rigid barrel • Load cases: • gravity along optical axis • gravity across optical axis • steady-state temperature change of -20C B. C. Bigelow - UM Physics

  4. FEA of May 11 C1 element 3d solid (“brick”) elements B. C. Bigelow - UM Physics

  5. FEA of May 11 C1 element Detail of elastomer bond line B. C. Bigelow - UM Physics

  6. FEA of May 11 C1 element Symmetry boundary conditions and constraints B. C. Bigelow - UM Physics

  7. FEA of May 11 C1 element B. C. Bigelow - UM Physics

  8. FEA of May 11 C1 element Gravity across optical axis, deflections across optical axis in meters (2 microns at center) B. C. Bigelow - UM Physics

  9. FEA of May 11 C1 element Gravity across optical axis, deflections along optical axis, in meters (+/- 2 microns) B. C. Bigelow - UM Physics

  10. FEA of May 11 C1 element Gravity along optical axis, deflections along optical axis in meters (7.6 microns) B. C. Bigelow - UM Physics

  11. FEA of May 11 C1 element -20C temp change, max. stresses in Pa (1450 PSI max) B. C. Bigelow - UM Physics

  12. FEA of May 11 C1 element Stresses in cell in Pa (1450 PSI max) B. C. Bigelow - UM Physics

  13. FEA of May 11 C1 element Stresses in RTV in Pa (12 PSI max) B. C. Bigelow - UM Physics

  14. FEA of May 11 C1 element Stresses in lens in Pa (217 PSI) B. C. Bigelow - UM Physics

  15. FEA of May 11 C1 element • Conclusions: • Gravity deflections seen here are probably negligible • Thermal stresses are very low relative to yield for all three materials • The RTV mount provides stiff yet thermally compensating support • This FEA model is readily adapted to other geometry and materials • Although 90mm central thickness of C1 appears to be OK for mounting and thermal loads, it will very difficult to fabricate and test. The RTV mount can easily accommodate a thicker lens. B. C. Bigelow - UM Physics

More Related