| | - report
the angle of the position vector to point B (θB
= 101°)
- report all acceleration components and results in units of
in/sec2
- AA = -43664 - 48260j
- AB
= 14248 - 56999j
|
| |
- report your answers for the "open" configuration (circuit)
only
- θ4 = -242.7 (117.3°), θ3
= -271.2 (88.8°)
- Ω3 = -5.991,
Ω4 = -3.992
- α3
= 26.08, α4 = 53.33
- AA
= 200.0, θAA = -150.0°
- AB
= 500.9, θAB = -136.1°
- AP
= 418.6, θAP = -119.5°
|
| | - Also calculate the Coriolis
force, assuming the person weighs 170 lb
|
|
|
- Note - Figure P7-26 is on page 386 (not 388, as reported in the book).
- use
the notation and dimensions shown in this figure
- report
all acceleration values in units of mm/sec2
- plot acceleration
vs. distance along the belt starting at point A. Include the point labels (A,
B, C, D) on your plot
|