91影视

Power $\left(P\right)=175hp$.

Angular speed $\left(蝇\right)=2400\frac{\text{rev}}{\text{min}}$.

The power is calculated by the following formula,

$\mathbf{P}\mathbf{=}\mathbf{蟿蝇}$ 鈥︹�� (1)

Here, $蟿$is the torque and $蝇$is the angular speed.

Therefore, the torque is given by,

$蟿=\frac{P}{蝇}$ 鈥︹��. (2)

Now, the power in hp is converted into watts by using conversion:

$1hp=746W$.

Therefore, the conversion is done as:

$175鈥�hp脳\frac{746鈥�W}{1鈥�鈥�hp}=130500鈥�W$.

Also, the angular speed is also converted into rad/s as follows:

$1rev=\frac{2蟺}{60}\frac{\text{rad}}{\text{s}}$.

Therefore,

$2400\frac{rev}{min}\left(\frac{蟺}{30}路\frac{rad}{s}路\frac{min}{rev}\right)=80蟺\frac{rad}{s}$.

Let us calculate the torque.

Then from $\left(2\right)$and solve:

Hence, the torque provided by the aircraft engine is $蟿=519鈥�鈥�N路m$.

The work done by the engine in one revolution of the propeller is calculated by using the formula given by,

$W=蟿螖胃$,

Here, 1 revolution is equivalent to $2蟺$.

Solve as:

Hence, the work done by the engine in one revolution of the propeller is$W=3261J$.