Fuel consumption increases with increasing power because more fuel is required to generate the additional power. Even though air consumption remains almost the same, the engine needs more fuel to mix with the air in order to produce the higher power output. This results in increased fuel consumption without a significant change in air consumption.
It will not increase fuel consumption.
No it does not affect fuel consumption.
No, fuel consumption is decreased, the vehicle rev's lower.
No. It keeps the transmission from upshifting longer than normal mode, increasing RPM therefore increasing fuel consumption.
(no it uses the energy from the car battery not the energy made by the engine)Yes it does increase consumption because the battery has to be recharged by the power of the engine driving the alternator or the dynamo
If the generator is to maintain the same rpm and power output, then a heavier load will increase the diesel consumption. The revolutions per minute the generator runs will increase as the load increases, thereby resulting in an increase in diesel consumption to maintain the high rpm. A Generator has a governor which attempts to maintain frequency at 60 Hz for North America. For the generator to increase the power output at the same frequency, the governor will increase the fuel and air to the engine. The fuel consumption will not be linear because of the curves associated with the particular engine. The fuel to KWH is know as the heat rate curve for the generator.
Yes, removing a catalytic converter can increase fuel consumption because it can lead to inefficient combustion of fuel, resulting in higher fuel consumption. Additionally, the engine may not run as efficiently without the catalytic converter, causing it to burn more fuel.
consumption of fuel in grams per horse power(kw) one hour
Not enough that you would ever notice.
The fuel consumption formula for marine twin diesel engines can be expressed as: [ \text{Fuel Consumption (g/h)} = \frac{\text{Power Output (kW)} \times \text{Specific Fuel Consumption (g/kWh)}}{2} ] In this formula, the power output represents the combined output of both engines, and the specific fuel consumption is the amount of fuel consumed per unit of power produced. The division by 2 accounts for the fact that there are two engines.
Greater compression = greater fuel consumption = greater power