Actual Work Produced by Utilizing Thermodynamic Efficiency and Conditions Solution

STEP 0: Pre-Calculation Summary
Formula Used
Actual Work Done Condition Work is Produced = Thermodynamic Efficiency*Ideal Work for Produced
WA1 = ηt*WI1
This formula uses 3 Variables
Variables Used
Actual Work Done Condition Work is Produced - (Measured in Joule) - Actual Work Done Condition Work is Produced is defined as the work done by the system or on the system considering all conditions.
Thermodynamic Efficiency - Thermodynamic Efficiency is defined as the ratio of desired output to required input.
Ideal Work for Produced - (Measured in Joule) - Ideal Work for Produced is defined as the maximum work obtained when the processes are mechanically reversible.
STEP 1: Convert Input(s) to Base Unit
Thermodynamic Efficiency: 0.55 --> No Conversion Required
Ideal Work for Produced: 104 Joule --> 104 Joule No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
WA1 = ηt*WI1 --> 0.55*104
Evaluating ... ...
WA1 = 57.2
STEP 3: Convert Result to Output's Unit
57.2 Joule --> No Conversion Required
FINAL ANSWER
57.2 Joule <-- Actual Work Done Condition Work is Produced
(Calculation completed in 00.004 seconds)

Credits

Created by Shivam Sinha
National Institute Of Technology (NIT), Surathkal
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College Of Engineering (COEP), Pune
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16 Laws of Thermodynamics their Applications and other Basic Concepts Calculators

Thermodynamic Efficiency using Work Produced
Go Thermodynamic Efficiency using Work Produced = Actual Work Done Condition Work is Produced/Ideal Work for Produced
Ideal Work using Thermodynamic Efficiency and Condition is Work is Required
Go Ideal Work Condition Work is Required = Thermodynamic Efficiency*Actual Work Done in Thermodynamic Process
Ideal Work using Thermodynamic Efficiency and Condition is Work is Produced
Go Ideal Work Condition Work is Produced = Actual Work Done in Thermodynamic Process/Thermodynamic Efficiency
Internal Energy using First Law of Thermodynamics
Go Change in Internal Energy = Heat Transferred in Thermodynamic Process+Work done in Thermodynamic Process
Work using First Law of Thermodynamics
Go Work done in Thermodynamic Process = Change in Internal Energy-Heat Transferred in Thermodynamic Process
Heat using First Law of Thermodynamics
Go Heat Transferred in Thermodynamic Process = Change in Internal Energy-Work done in Thermodynamic Process
Thermodynamic Efficiency using Work Required
Go Thermodynamic Efficiency using Work Required = Ideal Work/Actual Work Done in Thermodynamic Process
Turbine Efficiency using Actual and Isentropic Change in Enthalpy
Go Turbine Efficiency = Change in Enthalpy in a Thermodynamic Process/Change in Enthalpy (Isentropic)
Actual Work Produced by Utilizing Thermodynamic Efficiency and Conditions
Go Actual Work Done Condition Work is Produced = Thermodynamic Efficiency*Ideal Work for Produced
Actual Work using Thermodynamic Efficiency and Condition is Work is Required
Go Actual Work Done Condition Work is Required = Ideal Work/Thermodynamic Efficiency
Lost Work using Ideal and Actual Work
Go Lost Work = Actual Work Done in Thermodynamic Process-Ideal Work
Ideal Work using Lost and Actual Work
Go Ideal Work = Actual Work Done in Thermodynamic Process-Lost Work
Actual Work using Ideal and Lost Work
Go Actual Work Done in Thermodynamic Process = Ideal Work+Lost Work
Rate of Ideal Work using Rates of Lost and Actual Work
Go Rate of Ideal Work = Rate of Actual Work-Rate of Lost Work
Rate of Actual Work using Rates of Ideal and Lost Work
Go Rate of Actual Work = Rate of Ideal Work+Rate of Lost Work
Rate of Lost Work using Rates of Ideal and Actual Work
Go Rate of Lost Work = Rate of Actual Work-Rate of Ideal Work

Actual Work Produced by Utilizing Thermodynamic Efficiency and Conditions Formula

Actual Work Done Condition Work is Produced = Thermodynamic Efficiency*Ideal Work for Produced
WA1 = ηt*WI1

Define Thermodynamic Efficiency.

Thermodynamic efficiency is defined as the ratio of work output to heat-energy input in a heat-engine cycle or of heat energy removal to work input in a refrigeration cycle. In thermodynamics, thermal efficiency is a dimensionless performance measure of a device that uses thermal energy, such as an internal combustion engine, a steam turbine or a steam engine, a boiler, furnace, or a refrigerator for example. For a heat engine, thermal efficiency is the fraction of the energy added by heat (primary energy) that is converted to net work output (secondary energy). In the case of a refrigeration or heat pump cycle, thermal efficiency is the ratio of net heat output for heating, or removal for cooling, to energy input (the coefficient of performance).

What is First Law of thermodynamics?

In a closed system undergoing a thermodynamic cycle, cyclic integral of heat and cyclic integral of work are proportional to each other when expressed in their own units and are equal to each other when expressed in the consistent(same) units.

How to Calculate Actual Work Produced by Utilizing Thermodynamic Efficiency and Conditions?

Actual Work Produced by Utilizing Thermodynamic Efficiency and Conditions calculator uses Actual Work Done Condition Work is Produced = Thermodynamic Efficiency*Ideal Work for Produced to calculate the Actual Work Done Condition Work is Produced, Actual Work Produced by Utilizing Thermodynamic Efficiency and Conditions is defined as ratio of thermodynamic efficiency to ideal work when ideal work is negative meaning work is produced. Actual Work Done Condition Work is Produced is denoted by WA1 symbol.

How to calculate Actual Work Produced by Utilizing Thermodynamic Efficiency and Conditions using this online calculator? To use this online calculator for Actual Work Produced by Utilizing Thermodynamic Efficiency and Conditions, enter Thermodynamic Efficiency t) & Ideal Work for Produced (WI1) and hit the calculate button. Here is how the Actual Work Produced by Utilizing Thermodynamic Efficiency and Conditions calculation can be explained with given input values -> 57.2 = 0.55*104.

FAQ

What is Actual Work Produced by Utilizing Thermodynamic Efficiency and Conditions?
Actual Work Produced by Utilizing Thermodynamic Efficiency and Conditions is defined as ratio of thermodynamic efficiency to ideal work when ideal work is negative meaning work is produced and is represented as WA1 = ηt*WI1 or Actual Work Done Condition Work is Produced = Thermodynamic Efficiency*Ideal Work for Produced. Thermodynamic Efficiency is defined as the ratio of desired output to required input & Ideal Work for Produced is defined as the maximum work obtained when the processes are mechanically reversible.
How to calculate Actual Work Produced by Utilizing Thermodynamic Efficiency and Conditions?
Actual Work Produced by Utilizing Thermodynamic Efficiency and Conditions is defined as ratio of thermodynamic efficiency to ideal work when ideal work is negative meaning work is produced is calculated using Actual Work Done Condition Work is Produced = Thermodynamic Efficiency*Ideal Work for Produced. To calculate Actual Work Produced by Utilizing Thermodynamic Efficiency and Conditions, you need Thermodynamic Efficiency t) & Ideal Work for Produced (WI1). With our tool, you need to enter the respective value for Thermodynamic Efficiency & Ideal Work for Produced and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
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