Question

Illustrate the notion that 1/T is a more natural measurement of temperature than T (K) itself.

Illustrate the notion that 1/T is a more natural measurement of temperature than T (K) itself.

Homework Answers

Answer #1

Of course, there is no doubt that the temperature is a central concept of thermal physics and that is why a lot of researchers were trying, in different ways, to bring the temperature concept on the safer grounds

Thus such a shift from an operative physical definition to a metaphysical one, very satisfactory for theoreticians, makes any actual temperature measurement performed by experimentalists an inexplicable obscure ritual. For researchers who consider the thermal physics being nothing but an outgrowth of statistical mechanics, the statistical temperature T of a system can be defined by a formula

1/T = k (d ln  /dE)

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
For a certain temperature measurement, A thermistor of 10 k ohm at 25oC nominal resistance was...
For a certain temperature measurement, A thermistor of 10 k ohm at 25oC nominal resistance was used. Its resistance at 0oC is 29.49 k ohm: 1) Calculate and plot the resistance of the thermistor between -75oC and + ‏75oC.2) Indicate the type of this thermistor and discuss the obtained graph.
would the slope of a ln(k) versus 1/T (K) plot for a catalyzed reaction be more...
would the slope of a ln(k) versus 1/T (K) plot for a catalyzed reaction be more or less negative than the slope of the ln(k) versus 1/T (K) for the uncatalyzed reaction? Explain. Assume both rate laws for the ccatalyze and uncatalyzed reaction are all first- order overall.
The following problem is for a temperature measurement device and associated data. The True Temperature is...
The following problem is for a temperature measurement device and associated data. The True Temperature is 105 degrees Our initial estimate is that the temperature is 97 degrees The initial error in estimate is 3.15 degrees Our initial measurement is 97 degrees Our error in our measurement device is 3 degrees Calculate the Kalman gain: Calculate the estimate: Calculate the error estimate: Where: Kalman Gain = KG Error in Estimate = E EST Error in Measurement = E MEA Current...
1) A 64 liter tank of an ideal gas at a constant temperature T= 318 K...
1) A 64 liter tank of an ideal gas at a constant temperature T= 318 K and a pressure of 276 atm develops a leak. After the leak was discovered, the pressure was reduced to 120 atm. How many moles of the gas escaped? 2) Assume a rectangular strip of a material with an electron density of n=5.8x1020 cm-3. The strip is 7 mm wide and 0.7 mm thick. A current of 6 A flows through the strip. The Hall...
Newton's law of cooling is: du/dt = -k (u-T) where u(t) is temperature of an object,...
Newton's law of cooling is: du/dt = -k (u-T) where u(t) is temperature of an object, t is in hours, T is a constant ambient temperature, and k is a positive constant. Suppose a building loses heat in accordance with Newton's law of cooling. Suppose that the rate constant k has the value 0.15 hr^-1 . Assume that the interior temperature is Ti = 77F, when the heating system fails. If the external temperature is T = 5F, how long...
Solve the differential equation y'=K(A-y) for k=(1/10) and A=70degreesF to find the temperature y(t) of a...
Solve the differential equation y'=K(A-y) for k=(1/10) and A=70degreesF to find the temperature y(t) of a cup of coffee at any time t, in minutes, if y(0) = 190degreesF and y(5) = 174degreesF, with no cream added. Similarly, solve the differential equation to find the temperature h(t) of a container of half+half at any time t if h(0) = 40degrees and h(5) = 45degrees (w/o adding it to the coffee)
dT/dt = k(T − A), where T is the temperature of the object, t is time,...
dT/dt = k(T − A), where T is the temperature of the object, t is time, k is the proportionality constant, and A is the constant ambient temperature. T (t) = A + Ce^kt is the general solution. Apply the solution to the following scenario: A Police Department officer discovered a corpse in a downtown alley at 1130pm on a night where the constant temperature was 40 degrees Fahrenheit. As she had been trained to do, she immediately recorded the...
It is clear that the cardinality of the Natural numbers is no more than the cardinality...
It is clear that the cardinality of the Natural numbers is no more than the cardinality of the Rational numbers. Show that Rational numbers have cardinality no greater than the natural numbers (and therefore they have the same cardinality).
Question B: Newton's law of cooling states dθ/dt = −k (θ−T) where ? is the temperature...
Question B: Newton's law of cooling states dθ/dt = −k (θ−T) where ? is the temperature at time t, T is the constant surrounding temperature and k is a constant. If a mass with initial temperature, θ0, of 319.5 K is placed in a surroundings of 330.5 K, and k is 0.011 s-1 , what is its temperature after 4.7 minutes? Give your answer to 4 significant figures and remember to use units. ____________
Using Exponentials and Logarithms, show that T2/T1 =(V1/V2)k-1 where p is pressure T is temperature and...
Using Exponentials and Logarithms, show that T2/T1 =(V1/V2)k-1 where p is pressure T is temperature and V is volume k is is a constant.
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT