1 Watt = 1 N-m/sec
1800 N-m/sec = 1800 Watts
Different liquids can work in a perpetual water machine by affecting the machine's ability to generate power. Liquids with high density, like oil, can help the machine run more efficiently due to their higher weight, while lower density liquids, such as alcohol, may not produce as much power. The choice of liquid can impact the machine's performance and overall effectiveness in generating continuous power.
Without being plugged in the machines will not work. The power comes along the wire into the machine.
The first law might allow a perpetual energy machine where energy is extracted from the surroundings to power the machine, but the second law explains why such a perpetual motion machine won't actually be able to work.
A machine that is broken and doesn't perform its intended functions would fail to do work. This could be due to mechanical issues, lack of power supply, or other operational failures.
Yes the Bowflex Treadclimber has a power cord
1800 joules / 1 minute = 1,800 joules / 60 seconds = 30 joules per second = 30 watts.
To calculate the work done in one minute by a machine operating at 300 ft-lb/sec, we multiply the power by the time. Since there are 60 seconds in a minute, the work done is 300 ft-lb/sec × 60 sec = 18,000 ft-lb. Therefore, the machine does 18,000 foot-pounds of work in one minute.
Power
Power. It is the amount of work done per unit of time and is typically measured in watts or horsepower. The higher the power, the faster work can be done by the machine.
The power of the machine is 50 watts. Power is calculated by dividing the work done (1500 joules) by the time taken to do the work (30 seconds).
This is not true - the machine will work with out power
Force is the ratio of the amount of work the machine can do over the amount of time it takes to do the work.
It will be often desirable to know the power which is being consumed in operating a lathe on certain work for which data is required. For most purposes this can be sufficiently approximated by calculating the power of the lathe from the width of the belt and its speed in feet per minute. For such purposes it is usual among mechanical engineers to consider that a one-inch belt traveling a thousand feet per minute will transmit one horse-power. This will give us a key to the entire calculation.
"Power" is the rate of work, or of energy transfer.
In a real machine, part of the energy (or power) is always wasted.
The power of a machine depends on both the force applied and the speed at which work is done. It is calculated as the product of force and speed, or the rate at which work is done.
How long will it take a machine with the power rating of 60 W to 368 rules of work