Calculating Heat Transfer for Portable Cooling Device

In summary, the individual is looking to create a portable cooling device using tygon tubing and a propylene glycol/water mixture as the coolant. They plan to circulate the mixture through an ice water bath and connect the tubing to copper pipes for better heat transfer. They are wondering how to calculate the diameter of the tubing, the flow rate of the mixture, and the material of the tubing to achieve maximum heat transfer from a warm body to the cooling mixture. Factors such as coolant type, temperature difference, and desired cooling power will affect the optimal diameter and flow rate, and a material with good thermal conductivity, such as copper, is recommended. Equations will need to be used to determine the thermal conductivity, heat transfer coefficient, surface area
  • #1
Ushuaia
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I am trying to construct a portable personal cooling device. I am considering using tygon tubing and propylene glycol/water mixture as the coolant in the tubing circulating it through an ice water bath. The tubing would be connected to copper pipes, that would run into the bag containing the ice water to facilitate a better transferance of heat from the tubing into the water/ice mixture.

Now my question is how do I calculate the diameter of the tubing, the flow rate of the mixture, and material of tubing be to facilitate maximum heat transfer from a warm body let's say 100 °F into the cooling mixture? Let's assume the bath temp the copper tubing is imersed into is 32°F.
 
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  • #2
The diameter of the tubing and flow rate of the mixture will depend on several factors, including the type of coolant being used, the temperature differential between the body and the cooling bath, and the desired cooling power. To calculate the optimal diameter and flow rate, you will need to use equations to determine the thermal conductivity of the coolant, the heat transfer coefficient, the surface area of the tubing, and the overall heat transfer rate. In terms of the material of the tubing, you should use a material that has good thermal conductivity to maximise the efficiency of heat transfer. Copper is a good option as it is a very good conductor of heat. However, other materials such as stainless steel, aluminum, and PVC can also be used depending on the specific application.
 

1. How do you calculate the heat transfer for a portable cooling device?

The heat transfer for a portable cooling device can be calculated by using the formula Q = mcΔT, where Q is the amount of heat transferred, m is the mass of the substance, c is the specific heat capacity of the substance, and ΔT is the change in temperature.

2. What factors affect the heat transfer of a portable cooling device?

The heat transfer of a portable cooling device can be affected by the material and design of the device, the temperature difference between the device and its surroundings, and the air flow and humidity in the surrounding environment.

3. How does the specific heat capacity of a substance impact heat transfer in a portable cooling device?

The specific heat capacity of a substance determines how much energy is required to change its temperature. A substance with a higher specific heat capacity will require more energy to change its temperature, resulting in less heat transfer in a portable cooling device.

4. Can the heat transfer of a portable cooling device be increased?

Yes, the heat transfer of a portable cooling device can be increased by using a more efficient design and material, increasing the temperature difference between the device and its surroundings, and optimizing air flow and humidity in the surrounding environment.

5. How can the heat transfer of a portable cooling device be measured?

The heat transfer of a portable cooling device can be measured by using a thermometer to track the temperature change of the device and its surroundings, and then using the formula Q = mcΔT to calculate the amount of heat transferred.

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