Solar radiation on a horizontal tank

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Discussion Overview

The discussion revolves around estimating the variation of degassing in a horizontal tank of vinyl chloride (VC) due to solar radiation and the potential benefits of insulation. Participants explore the energy balance involved in the process, including convection and solar radiation effects, while considering the tank's operational conditions and environmental factors.

Discussion Character

  • Exploratory
  • Technical explanation
  • Mathematical reasoning
  • Debate/contested

Main Points Raised

  • One participant seeks to estimate the impact of solar radiation on degassing in a horizontal tank and considers insulation as a potential solution.
  • Questions are raised regarding the tank's geographic location, dimensions, and the definition of "big heats," which may affect the calculations.
  • Another participant provides a basic energy balance equation and suggests comparing scenarios with and without insulation.
  • Concerns are expressed about the accuracy of the convection coefficients used in the calculations, with one participant suggesting that the inside heat transfer coefficient may be underestimated.
  • Participants discuss the inclusion of solar radiation in the energy balance and its effect on the overall degassing estimation.
  • One participant mentions the need to consider worst-case scenarios to ensure conservative estimates for evaporation rates.

Areas of Agreement / Disagreement

There is no consensus on the appropriate values for the convection coefficients, and participants express differing opinions on the accuracy of the estimates. The discussion remains unresolved regarding the best approach to incorporate solar radiation and insulation effects into the calculations.

Contextual Notes

Participants rely on theoretical values from literature for convection coefficients, which may not accurately reflect the specific conditions of the tank. The discussion highlights the variability in these coefficients and their significant impact on the final results.

eclaisse
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Hello everyone, I'm looking to estimate the variation of degassing on a horizontal tank of VC (vinyl chloride) due to solar radiation.
The feed flow is continuous but the outlet is batch flow. So there is a lot of variation of liquid level in the tank (constant pressure).
To avoid a lot of degassing during big heats, I want to estimate if it is a good idea to put an insulator around the tank.

How can I include a insulating element in my calculation ?
For now, I just have the basic equation of energy balance (convection and solar radiation).

Thanks.
 
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Let's see what you've done so far.
 
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Welcome to PF.

What is your approximate latitude on Earth ?
Is the tank axis N-S or E-W ?

How much variation is there in ambient air temperature ?
What exactly do you mean by “big heats” ?

What is the maximum capacity of the tank ?
 
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Thanks Baluncore.

Here is some information :
Approximate latitude : 51° (Belgium) and the tank axis is N-S with a diameter of 3m and a length of 10 meters.
I want to see the utility of insulating. During summer we have temperature around 30 degrees celsius.

I try to use the basic equation : Q = U*deltaT*A where U = 1/R = 1/hi + lambda/e + 1/he
Then I compare with the addition of 10 cm rockwool as isolation.
So finally I have Q= [T(outside)-T(inside)]*U*A and I can compare and see the difference between both situation.

I have some questions :
1) I use basic data for hi and he (0.17 et 0.04 m^2.K/W) => Is it ok ?
2) Can I include the solar radiation with this method ?
3) After that, Can I use Q=m*Hvap to estimate my degassing ?

PS : I will upload my calculation in few hours (it will be clearer...)
Thank you in advance.
 
Last edited:
After some research, I do these calculations...
It looks okai. But I still need to include the effect of solar radiation...
Thanks for your time...
1603831890479.png
 
Is the VC at ##\ \ +##14 ##^\circ##C ? or at ##\ \ -##14 ?
 
It is +14°C. It is a calculated value (saturation temperature) from data pressure (2.8bar)
 
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Hello, I update my calcul if someone is interested.
I juste have two questions : My way to estimate my outside surface temperature seems okay ?
And I have a big problem to estimate an average convection coefficient for both situation : (h_out in my first calculation (1/h_out = 0.05 m2.K/W) and h_in in my second (1/h_in = 0.17 m2.K/W). These coefficients change a lot the final result and I am not sure about my values (I just use theoretical value find in literature...).

Thanks a lot.
1606140225181.png
 

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The key to this is to look at a worst case scenario, using upper bounds to the inside and outside heat transfer coefficients. That way the calculation should be conservative, and give an upper bound to the evaporation rate. I think your value for the inside heat transfer coefficient looks low. I would use a much higher value, on the order 500. Your outside heat transfer coefficient looks reasonable. Considering that, in the actual situation, the insulation is going to dominate, I guess these values wouldn't matter much.
 

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