How Do You Rearrange This Equation to Solve for Delta T?

  • Thread starter Thread starter Charanjit
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SUMMARY

The discussion focuses on rearranging the equation (-R/L)[ln(p2/p1)] = [(1/T2)-(1/T1)] to solve for delta T, specifically in the form of delta T = T2 - T1. Participants emphasize the need for a clear understanding of logarithmic functions and their application in thermodynamic equations. The equation involves variables such as R (gas constant), L (length), p2 (final pressure), and p1 (initial pressure), which are critical for deriving delta T accurately.

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  • Understanding of logarithmic functions and their properties
  • Familiarity with thermodynamic equations and concepts
  • Knowledge of the gas constant (R) and its applications
  • Basic algebraic manipulation skills
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  • Study the properties of logarithms in mathematical equations
  • Learn about thermodynamic principles related to pressure and temperature
  • Practice algebraic rearrangement of equations
  • Explore applications of the gas constant in various scientific contexts
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Students in physics or engineering courses, educators teaching thermodynamics, and anyone needing to manipulate equations involving temperature and pressure variables.

Charanjit
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1. Homework Statement
This is a science equation, just having trouble rearranging to solve for a variable. The equation is below.

Basically I want the equation to be in the form of delta T = T2-T1 = ...



2. Homework Equations
(-R/L)[ln(p2/p1)] = [(1/T2)-(1/T1)]


3. The Attempt at a Solution
I've tried doing it, can't do it. Need a hint at least.
 
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Hi Charanjit! :smile:

(try using the X2 icon just above the Reply box :wink:)

You can't do it …

T1 - T2 will be a function of T1T2
 

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