Torque * angular velocity = power
176 hp = 131,243 Watts or N m/s
1340 rpm = 140 radians/s
so Torque = (131,243 / 140) Newton meters
I tried using some kinematic equations, but that didn't work at all. Then I tried doing something where I would take an integral, but then I don't know how far it went. I searched the website, and everywhere else online, so this is my last resort. Thanks in advance.
176 hp = 131,243 Watts or N m/s
1340 rpm = 140 radians/s
so Torque = (131,243 / 140) Newton meters
First, let's convert the power from horsepower (hp) to watts (W). We'll use the conversion factor: 1 hp = 745.7 W.
176 hp 脳 745.7 W/hp = 131225.2 W
Next, let's convert the rotational speed from revolutions per minute (rpm) to radians per second (rad/s). We'll use the conversion factor: 1 rpm = 2蟺/60 rad/s.
1340 rpm 脳 2蟺/60 rad/s = 140.52 rad/s
Now, we can calculate the torque (蟿) using the formula:
Power (P) = Torque (蟿) 脳 Rotational Speed (蠅)
蟿 = P / 蠅
Substituting the values we have:
蟿 = 131225.2 W / 140.52 rad/s = 933.59 N路m
Finally, to convert Newton-meters (N路m) to foot-pounds (ft路lb), we can use the conversion factor: 1 N路m = 0.73756 ft路lb.
933.59 N路m 脳 0.73756 ft路lb/N路m = 688.42 ft路lb
Therefore, the engine delivers a torque of approximately 688.42 foot-pounds.