1 / 24

Geometry of Bents and Instrumentation for Dynamic Tests

Geometry of Bents and Instrumentation for Dynamic Tests. Joshua Black and Sharon Wood Department of Civil, Architectural and Environmental Engineering University of Texas at Austin. Overview. Bent Geometry Instrumentation for Dynamic Tests. Bent Geometry. Elevations of Bent 1

trula
Download Presentation

Geometry of Bents and Instrumentation for Dynamic Tests

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. Geometry of Bentsand Instrumentationfor Dynamic Tests Joshua Black and Sharon Wood Department of Civil, Architectural and Environmental Engineering University of Texas at Austin

  2. Overview • Bent Geometry • Instrumentation for Dynamic Tests

  3. Bent Geometry • Elevations of Bent 1 • Elevations of Bent 2 • Coordinate systems • Terminology

  4. Bent 1 Bent 2 Shaft 1W Shaft 1E Shaft 2S Shaft 2N

  5. Bent 1 24" 10'-0" 18" 12" 12" 6'-0" ~18" ~18" 12'-0" 6'-3" (a) Transverse Elevation (b) Longitudinal Elevation

  6. Bent 2 24" 10'-0" 18" 3'-0" 12" 12" ~18" ~18" 12'-0" 6'-3" (a) Transverse Elevation (b) Longitudinal Elevation

  7. Coordinate System – Bent 1 Project North 1W 1E x  z y z = 0 is at ground level

  8. Coordinate System – Bent 2 Project North x  2N z y 2S z = 0 is at ground level

  9. Terminology Longitudinal Response of Bridge Transverse Response of Bridge

  10. Instrumentation • Accelerometers and geophones • Strain gages

  11. Bent 1 Geo1E Geo1W Acc1W Acc1E 3D Accelerometer 3D Geophone GeoG1 Geophone 15 Geophone 23 Geophone 14 Geophone 24 Shaft 1W Shaft 1E

  12. Bent 2 Geo2S Geo2N Acc2N Acc2S 3D Accelerometer GeoG2 3D Geophone Geophone 17 Geophone 27 Geophone 26 Geophone 18 Shaft 2N Shaft 2S

  13. 3D Accelerometers (±2g)

  14. Local axes of accelerometers are shown. Data are presented in terms of the global coordinates in data files. z y 1W 1E x Acc1E x x z y z y z z Acc1W y x y Orientation of Accelerometers Acc2N x Project North 2N 2S x Acc2S y z

  15. 3D Geophones (Bent 1) Geo1W Geo1E

  16. 3D Geophones (Bent 2) Geo2N Geo2S

  17. Embedded 3D Geophones

  18. T 2N L Geo2N 1W 1E x L L x T T z z y Geo1W Geo1E y 2S L Geo2S T Orientation of Geophones Project North • Local axes of geophones are shown. • Data are expressed in terms of the global coordinates in data files.

  19. Strain Gages • Strain gages were attached to the surface of the longitudinal reinforcing bars. • Each strain gage is located using three parameters: • Column • Orientation of longitudinal reinforcement • Vertical distance from grade • Example: • Strain gage 2S:225:024 • Column 2S, Bar orientation 225°, 24 in. below grade

  20. 270 315 225 0 x 180 z  135 45 90 y Orientation of Reinforcement • Coordinate system used to define orientation of reinforcement is same as coordinate system used to define configuration of bent. • Each pair of longitudinal bars is defined byangle θ.  x 0 45 315 z 90 y 270 135 225 180 Bent 1 Bent 2

  21. Instrumented Reinforcement

  22. Strain Gage Locations – Bent 1 * Distances are measured along the z axis. Positivevalues correspond to locations below grade. Negative values correspondto locations above grade.

  23. Instrumented Reinforcement

  24. Strain Gage Locations – Bent 2 * Distances are measured along the z axis. Positivevalues correspond to locations below grade. Negative values correspondto locations above grade.

More Related