Is a Rate of 100K/s an Intuitively Offensive Way to Measure Temperature Change?

In summary, the question is asking if the approach used to solve a thermal physics problem is correct. The response confirms that the approach is correct but the result is incorrect, with an explanation that the power input is too large and the heat input would not last long. The conversation also mentions the units for power and mass.
  • #1
Bolter
262
31
Homework Statement
Thermal physics
Relevant Equations
Q=m*c*deta t
Question:

Screenshot 2019-12-06 at 17.04.12.png

This would be the right approach to do this problem?
IMG_3423.JPG


Thanks!
 
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  • #2
Bolter said:
Homework Statement:: Thermal physics
Homework Equations:: Q=m*c*deta t

Question:

View attachment 253759
This would be the right approach to do this problem?
View attachment 253760

Thanks!
Correct approach. Incorrect result.
 
  • #3
Bystander said:
Correct approach. Incorrect result.
Why is it an incorrect result?
 
  • #4
Bolter said:
Why is it an incorrect result?
I think your answer is correct. I hope I'm not overlooking something trivial.
 
  • #5
Three orders of magnitude too large.
 
  • #6
Bystander said:
Three orders of magnitude too large.
Note that the power input is given in kilowatts.
 
  • #7
TSny said:
in kilowatts.
..., and mass in kilograms.
 
  • #8
Bystander said:
..., and mass in kilograms.
Yes. From m and c you can see that it takes about 100 J to raise T by 1 K. Heat is going in at about 10,000 J each second. So T will increase about 100 K each second.
 
  • #9
o:). Looking at the faint decimal point in "nine point eight one" and figuring he'd missed that in his computation; wasn't paying attention...100K/s? Intuitively offensive, but...o:)o:)
 
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Likes TSny
  • #10
Bystander said:
...100K/s? Intuitively offensive
Yes. That rate of heating would not last long. :oldsmile:
 

What is the rate of temperature change?

The rate of temperature change refers to how quickly the temperature of a system or environment is changing over time. It is typically measured in degrees per unit of time, such as degrees per hour or degrees per year.

How is the rate of temperature change calculated?

The rate of temperature change can be calculated by taking the difference between two temperature measurements and dividing it by the time it took for that change to occur. For example, if the temperature increased by 5 degrees over the course of 2 hours, the rate of temperature change would be 2.5 degrees per hour.

What factors can affect the rate of temperature change?

There are many factors that can affect the rate of temperature change, including the amount of energy being absorbed or released by the system, the presence of external influences such as sunlight or wind, and the composition of the system (such as the materials it is made of).

Why is it important to monitor the rate of temperature change?

Monitoring the rate of temperature change is important because it can provide insight into the behavior and stability of a system. Sudden or extreme changes in temperature can indicate potential issues or hazards, and tracking the rate of change over time can help us understand patterns and trends.

How does the rate of temperature change relate to climate change?

The rate of temperature change is closely linked to climate change, as the Earth's average temperature has been increasing at an alarming rate in recent decades. Scientists use data on the rate of temperature change to track the effects of human activities on the environment and to make predictions about future climate trends.

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