Heat transfer - how to reduce temperature of a solid bar

Click For Summary

Discussion Overview

The discussion revolves around the cooling of a solid bar from 550°C to 450°C using water spraying. Participants explore the feasibility of this method, the necessary calculations for water volume and time, and the assumptions required for such a heat transfer problem. The conversation includes elements of theoretical and practical application in heat transfer.

Discussion Character

  • Exploratory
  • Technical explanation
  • Debate/contested
  • Homework-related

Main Points Raised

  • One participant asks how to reduce the temperature of a solid bar using water spraying, seeking assistance.
  • Another participant questions the adequacy of the initial question, suggesting that more context and personal input are needed for a productive discussion.
  • Some participants assert that water spraying should effectively cool the bar, while others express skepticism about the feasibility without specific assumptions.
  • Several participants emphasize the need to calculate the amount of water sprayed and the time required to achieve the desired temperature, noting the adiabatic conditions of the bar's ends.
  • One participant argues that the problem is impossible to solve without making drastic assumptions about the interaction between the water spray and the bar.
  • Another participant suggests that the problem could be simplified to a 1D heat transfer scenario, assuming uniform water spray and negligible convective losses.
  • Concerns are raised about the impact of the bar's material properties, such as heat capacity, on the cooling process.
  • Participants discuss the relevance of the water spray rate and its implications for the cooling process, highlighting that real-life conditions may complicate the problem.
  • Some participants speculate that the original poster may be seeking to complete a homework assignment rather than engaging in a genuine inquiry.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the feasibility of solving the cooling problem without assumptions. There are competing views on the assumptions necessary for a valid analysis, and the discussion remains unresolved regarding the specific calculations and methods to be employed.

Contextual Notes

Participants note that the problem requires assumptions about the water spray's interaction with the bar, the properties of the bar material, and the conditions under which the cooling occurs. The discussion highlights the complexity of real-world applications and the limitations of the information provided by the original poster.

jeeva14
Messages
2
Reaction score
0
how to reduce temperature of a solid bar from 550°c to 450°c by water spaying... someone really help me...??
 
Engineering news on Phys.org
Do you think the shape of the bar would have an effect? How about the size? What do you think WOULD have an effect? You are asking a question without giving any sense of what you know. That's not how we do things here on this forum. Say how YOU think it could be done.

Also, do you think your question has enough information for anyone to give an exact answer?
 
I think water spraying should do it.
 
a bar of d=120mm and l=200mm is heated to a temp of 550°c, then it has to be cooled to 450°c by water spraying. The amount of water sprayed need to be calculated and in how much time it would reach the desired temp is also to be find. Both ends of the bar is adiabatic, and the heat transfer is considered over the circumference. I have clearly defined my problem. Now can u help me...?
 
Now it is starting to sound more like homework. Is it? Regardless of if it is or not, it is of a form where you'll need to show some effort in trying to solve it. We don't just spoon-feed answers here, we help people find them for themselves.
 
jeeva14 said:
a bar of d=120mm and l=200mm is heated to a temp of 550°c, then it has to be cooled to 450°c by water spraying. The amount of water sprayed need to be calculated and in how much time it would reach the desired temp is also to be find. Both ends of the bar is adiabatic, and the heat transfer is considered over the circumference. I have clearly defined my problem. Now can u help me...?
Did you even think about the problem? That's not a very difficult problem to solve.
 
caldweab said:
Did you even think about the problem? That's not a very difficult problem to solve.

Actually, it's an impossible problem to solve without making some drastic assumptions about how the water spray interacts with the bar.

If you make some highly unrealistic assumptions, you could turn it into a textbook type of problem. But without knowing more about the book, or what the OP's level of knowledge is, that is just guessing IMO.
 
AlephZero said:
Actually, it's an impossible problem to solve without making some drastic assumptions about how the water spray interacts with the bar.

If you make some highly unrealistic assumptions, you could turn it into a textbook type of problem. But without knowing more about the book, or what the OP's level of knowledge is, that is just guessing IMO.

Well now I feel like I'm missing something. You could easily make that a 1D heat transfer problem and consider the enthalpy of vaporization and surface area to determine the volume of water necessary, no? You'd have to assume properties for the bar, too, but that's not a big deal.

I think since it isn't specified, you have to assume the water sprays uniformly over the surface, and that convective losses from the surrounding air are negligible. That doesn't sound too drastic for this type of problem though (if it's a back of the envelope, or especially a homework).

I agree that it sounds like a homework problem, either way.
 
jeeva14 said:
a bar of d=120mm and l=200mm is heated to a temp of 550°c, then it has to be cooled to 450°c by water spraying. The amount of water sprayed need to be calculated and in how much time it would reach the desired temp is also to be find. Both ends of the bar is adiabatic, and the heat transfer is considered over the circumference. I have clearly defined my problem. Now can u help me...?

Do you really think you have defined the problem? Clearly you have not. Do you think it would take the same amount of time and water to cool a bar with very high heat capacity vs. one with very low heat capacity? Say one of depleted uranium vs one of aluminum?
 
  • #10
dawin said:
Well now I feel like I'm missing something.

To get you started thinking about what you are missing, how fast is the water being sprayed? Both interpretation of "fast" are relevant: liters/second and meters/second.

In real life, the water won't just sit on the bar until it boils.
 
  • #11
AlephZero said:
To get you started thinking about what you are missing, how fast is the water being sprayed? Both interpretation of "fast" are relevant: liters/second and meters/second.

In real life, the water won't just sit on the bar until it boils.

Oops, re-reading I see already that I missed the time requirement. I'm sure it's not the only thing I'm missing.

In this case of real life, at least as it would be in the confines of this problem--adiabatic ends and all--the bar is 550°C. If it's steel it's likely glowing red if not very close to it. The droplets aren't hanging out very long.

If it was for some process (and he's just not giving us all the info) and an estimate for the spraying was needed, I still think you could ballpark the spraying and time results using some rudimentary assumptions and realistically bounding the parameters. It it's a homework problem and that's all you've got, well, I agree, have fun.
 
  • #12
AlephZero said:
Actually, it's an impossible problem to solve without making some drastic assumptions about how the water spray interacts with the bar.
If you make some highly unrealistic assumptions, you could turn it into a textbook type of problem. But without knowing more about the book, or what the OP's level of knowledge is, that is just guessing IMO.
It looks like one of the problems I solved in my heat transfer class. You do have to make some assumptions. I actually think I still have the assignment somewhere. I don't think he wrote the problem here as it is in the book though. Looks like he is just trying to get something to turn in.
 

Similar threads

  • · Replies 9 ·
Replies
9
Views
4K
  • · Replies 16 ·
Replies
16
Views
5K
  • · Replies 5 ·
Replies
5
Views
2K
  • · Replies 6 ·
Replies
6
Views
2K
  • · Replies 15 ·
Replies
15
Views
4K
  • · Replies 34 ·
2
Replies
34
Views
6K
  • · Replies 13 ·
Replies
13
Views
2K
  • · Replies 10 ·
Replies
10
Views
3K
  • · Replies 1 ·
Replies
1
Views
2K
Replies
7
Views
2K