Calculating Steam Consumption for Heating Curry Sauce | Heat Transfer Rate

In summary, to determine the rate of steam consumption for heating the curry sauce, you can use the equation Q = m * h, where Q is the heat transfer rate, m is the mass flow rate of steam, and h is the enthalpy of the steam entering the system. The density of the sauce is not needed for this calculation.
  • #1
Carlo09
15
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I have a question about curry sauce. I've had to calculate heat transfer rate which was 109.6KW to heat the sauce to 98 degrees in 60 mins... also the sauce is heated by condensing steam at 105 degrees and i worked out that the pressure needed for this is 20.973kpa

Now i have to work out the rate of steam consumption to deliver the heat transfer from the first part. I'm thinking use Q=ml but how do i do this? Is m the mass of steam?

Also we are given the mass and density of the sauce... but so far i have not needed the density, could that just be there to trick us or can someone see where i may need it? Thanks
 
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  • #2
.The rate of steam consumption will be determined by the mass flow rate of steam and the enthalpy of the steam entering the system (the condensing steam at 105 degrees). You can calculate the mass flow rate using the equation: Q = m * h, where Q is the heat transfer rate, m is the mass flow rate, and h is the enthalpy of the steam. The density of the sauce is not relevant to this calculation.
 
  • #3


Based on the information provided, it appears that the goal is to calculate the rate of steam consumption for heating curry sauce. To do this, you will need to use the equation Q=ml, where Q is the heat transfer rate, m is the mass of steam, and l is the latent heat of steam. The mass of steam can be calculated by dividing the heat transfer rate by the latent heat of steam, which can be found in a steam table. The density of the sauce may not be necessary for this calculation, as it is not directly related to the steam consumption. However, it is important to consider the density of the sauce when determining the amount of steam needed to heat a specific volume of sauce. I hope this helps clarify the process for calculating steam consumption for heating curry sauce.
 

1. How do you calculate the steam consumption for heating curry sauce?

To calculate the steam consumption for heating curry sauce, you need to determine the heat transfer rate (HTR) required for the process. This can be done by multiplying the mass flow rate of the curry sauce by its specific heat capacity and the desired temperature rise. The resulting value is the total amount of heat that needs to be transferred to the sauce. Then, divide this value by the heat transfer rate of steam to get the steam consumption.

2. What is the heat transfer rate of steam?

The heat transfer rate of steam depends on its pressure and temperature. In general, the higher the pressure and temperature of the steam, the higher its heat transfer rate. This can be calculated using the steam tables or by using the specific heat capacity of steam and the latent heat of vaporization.

3. How does the mass flow rate of curry sauce affect the steam consumption?

The mass flow rate of curry sauce directly affects the steam consumption. The higher the mass flow rate, the more steam will be required to transfer the necessary amount of heat. This is because a larger amount of sauce will need to be heated and thus, more heat will need to be transferred.

4. What are some factors that can affect the heat transfer rate for heating curry sauce?

The heat transfer rate for heating curry sauce can be affected by various factors such as the type of steam used (saturated or superheated), the surface area of the heat transfer equipment, the temperature difference between the steam and the sauce, and any insulating materials used.

5. How can the steam consumption for heating curry sauce be optimized?

The steam consumption for heating curry sauce can be optimized by ensuring proper insulation of the heating equipment, using high-pressure and high-temperature steam, and controlling the steam flow rate to match the required heat transfer rate. Additionally, using a heat exchanger can also help improve the efficiency of the process and reduce steam consumption.

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