| 1.32
[20 pts] | - power
= 0.0455 hp; n = 191.0 rpm
|
|
1.37 [20 pts] |
- assume area is constant
- express
F(x) and integrate
- work = 1.96 J
|
| 1.39 [20 pts] |
- assume the crankshaft speed is constant
- the
piston outputs work only during the 50 mm of the pressure stroke, the energy being
provided by the flywheel
- the motor is required
to keep the flywheel up to speed, to replace the energy lost during the output
stroke
- the required input work (from the
motor) is effectively averaged over the entire cycle (a complete revolution) by
the flywheel
- find the average input motor
power and torque over an entire revolution
- power
= 3.75 kW; torque = 19.89 Nm
|
|
2.18 [20 pts] |
- first draw all external forces and moments acting
on the entire assembly (thrust force, propeller
reaction torque, shaft torque, and flange reactions)
- sum
the moments about all three axes to find the unknown reaction moments at the flange
- label
all applied and reaction forces and moments (with appropriate directions) on the
FBD
- Mx = 40 NM; My
= 200 NM; Mz = 20 NM; Rx = 400 N
|
| 2.30 [20 pts] |
- sum moments about bearing A
- a)
FA = 60 N; FB = 40 N; MA = MB
= 0
- b) FA = 74 N; FB
= 24 N
|