Mass flow rate across an inlet or outlet: \(\dot{m} =\)______.

• A) \(ρ V_{avg} A_{c}\)
• B) \(mρ V_{avg} A_{c}\)
• C) \( V_{avg} A_{c}\)
• D) \(m V_{avg} A_{c}\)

Which of the relationship between linear acceleration in tangential direction (a_{t}) and angular acceleration (\alpha)?

• A) a_{t} =\omega \alpha/r
• B) a_{t} =\omega r \alpha
• C) a_{t} =r \alpha
• D) a_{t} = \alpha/r

\rho\overline{V}dV is called _______.

• A) momentum
• B) moment
• C) torque
• D) momentum flow rate

The magnitude of angular momentum (\(H\)) is equal to _____.

• A) \(I \alpha\)
• B) \(I \omega \alpha\)
• C) \(I^2 \omega \alpha\)
• D) \(I \omega\)

Mass flow rate across an inlet or outlet: \dot{m} =______.

• A) m V_{avg} A_{c}
• B) V_{avg} A_{c}
• C) mρ V_{avg} A_{c}
• D) ρ V_{avg} A_{c}

\overline{r}\times \dot{m }\overline{V} represents _______.

• A) linear momentum flow rate
• B) moment flow rate
• C) moment flux
• D) angular momentum flow rate

The magnitude of torque M acting on a point mass m at normal distance r from the axis of rotation is equal to ______, where \alpha is angular acceleration.

• A) m r^2 \alpha^2
• B) m r^2 \alpha
• C) m r \alpha^2
• D) m r \alpha

The linear momentum equation is obtained from Reynolds transport theorem by setting b=____ and B=______.

• A) b=\overline{V} and B= m \overline{V}
• B) b=\overline{V} and B=\rho\overline{V}
• C) b= m\overline{V} and B= m\overline{V}
• D) b= m\overline{V} and B=\overline{V}

Total torque (M) is equal to _____, where \alpha is angular acceleration and I is moment of inertia.

• A) I\alpha^2
• B) I\alpha
• C) I^2\alpha
• D) \rho I\alpha

\(\overline{r}\times \dot{m }\overline{V}\) represents _______.

• A) linear momentum flow rate
• B) angular momentum flow rate
• C) moment flow rate
• D) moment flux

Which of the relationship between linear acceleration in tangential direction (\(a_{t}\)) and angular acceleration (\(\alpha\))?

• A) \(a_{t} =\omega \alpha/r\)
• B) \(a_{t} =\omega r \alpha\)
• C) \(a_{t} =r \alpha\)
• D) \(a_{t} = \alpha/r \)

Total torque (\(M\)) is equal to _____, where \(\alpha\) is angular acceleration and \(I\) is moment of inertia.

• A) \(I^2\alpha\)
• B) \(I\alpha\)
• C) \(I\alpha^2\)
• D) \(\rho I\alpha\)

\(\rho\overline{V}dV\) is called _______.

• A) moment
• B) momentum
• C) momentum flow rate
• D) torque

The magnitude of torque M acting on a point mass m at normal distance r from the axis of rotation is equal to ______, where \(\alpha\) is angular acceleration.

• A) \(m r \alpha\)
• B) \(m r \alpha^2\)
• C) \(m r^2 \alpha\)
• D) \(m r^2 \alpha^2\)

The linear momentum equation is obtained from Reynolds transport theorem by setting \(b=\)____ and \(B=\)______.

• A) \(b= m\overline{V} and\) \(B= m\overline{V} \)
• B) \(b=\overline{V} and \) \(B= m \overline{V} \)
• C) \(b=\overline{V} and\) \(B=\rho\overline{V} \)
• D) \(b= m\overline{V} and \) \(B=\overline{V} \)

The magnitude of angular momentum (H) is equal to _____.

• A) I \omega
• B) I^2 \omega \alpha
• C) I \omega \alpha
• D) I \alpha

m L^2 t^{-2} is dimension of ____.

• A) moment
• B) linear momentum
• C) energy
• D) force

The Strouhal number (St) is equal to _____.

• A) St=\frac{fL}{V}
• B) St=\frac{Vg}{fL}
• C) St=\frac{V}{fL}
• D) St=\frac{fL}{Vg}

If t=3.01s, w_0=1.83m/s\ and\ z_0=2m, then dimensionless time (t^*) is equal to________.

• A) t^*=2.7
• B) t^*=2.79
• C) t^*=2.75
• D) t^*=2.71

m L^2 t^{-1} is dimension of ____.

• A) angular momentum
• B) moment
• C) linear momentum
• D) force