The wheel is spinning about shaft ABAB with an angular velocity of ωs=10rad/sωs=10rad/s, which is increasing at a constant rate of ω˙2=6rad/s2ω˙2=6rad/s2, while the frame precesses about the zzz axis with an angular velocity of ωp=12rad/sωp=12rad/s, which is increasing at a constant rate of ω˙p=3rad/s2ω˙p=3rad/s2. Determine the velocity of point CC located on the rim of the wheel at this instant. Determine the acceleration of point CC located on the rim of the wheel at this instant.
The wheel is spinning about shaft ABAB with an angular velocity of ωs=10rad/sωs=10rad/s, which is increasing at a constant rate of ω˙2=6rad/s2ω˙2=6rad/s2, while the frame precesses about the zzz axis with an angular velocity of ωp=12rad/sωp=12rad/s, which is increasing at a constant rate of ω˙p=3rad/s2ω˙p=3rad/s2. Determine the velocity of point CC located on the rim of the wheel at this instant. Determine the acceleration of point CC located on the rim of the wheel at this instant.
Elements Of Electromagnetics
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The wheel is spinning about shaft ABAB with an angular velocity of ωs=10rad/sωs=10rad/s, which is increasing at a constant rate of ω˙2=6rad/s2ω˙2=6rad/s2, while the frame precesses about the zzz axis with an angular velocity of ωp=12rad/sωp=12rad/s, which is increasing at a constant rate of ω˙p=3rad/s2ω˙p=3rad/s2.
Determine the velocity of point CC located on the rim of the wheel at this instant.
Determine the acceleration of point CC located on the rim of the wheel at this instant.
![The wheel is spinning about shaft AB with an angular velocity of
10 rad/s, which is increasing at a constant rate of
Ws
w₂ = 6 rad /s², while the frame precesses about the z axis with an
angular velocity of wp = 12 rad /s, which is increasing at a
constant rate of Wp = 3 rad / s² .
(Figure 1)
=
Figure
W, = 10 rad/s z
w = 6 rad/s²
A
Wp 12 rad/s
wp=3 rad/s².
0.15 m
B
<
1 of 1
▼
Part A
Determine the velocity of point C located on the rim of the wheel at this instant.
Express your answer in terms of the unit vectors i, j, and k. To denote vectors in your answers, be sure to select the 'vec' button.
VC =
Submit
Part B
ac =
Submit
ΨΕΙ ΑΣΦ ↓↑ vec
Request Answer
Determine the acceleration of point C located on the rim of the wheel at this instant.
Express your answer in terms of the unit vectors i, j, and k. To denote vectors in your answers, be sure to select the 'vec' button.
Provide Feedback
IVE ΑΣΦ ↓↑ vec
?
Request Answer
m/s
?
m/s²
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Transcribed Image Text:The wheel is spinning about shaft AB with an angular velocity of
10 rad/s, which is increasing at a constant rate of
Ws
w₂ = 6 rad /s², while the frame precesses about the z axis with an
angular velocity of wp = 12 rad /s, which is increasing at a
constant rate of Wp = 3 rad / s² .
(Figure 1)
=
Figure
W, = 10 rad/s z
w = 6 rad/s²
A
Wp 12 rad/s
wp=3 rad/s².
0.15 m
B
<
1 of 1
▼
Part A
Determine the velocity of point C located on the rim of the wheel at this instant.
Express your answer in terms of the unit vectors i, j, and k. To denote vectors in your answers, be sure to select the 'vec' button.
VC =
Submit
Part B
ac =
Submit
ΨΕΙ ΑΣΦ ↓↑ vec
Request Answer
Determine the acceleration of point C located on the rim of the wheel at this instant.
Express your answer in terms of the unit vectors i, j, and k. To denote vectors in your answers, be sure to select the 'vec' button.
Provide Feedback
IVE ΑΣΦ ↓↑ vec
?
Request Answer
m/s
?
m/s²
Next >
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