Condensate Temperature Calculator
Definition
- Condensate Temperature (CT): The temperature of the condensate formed when a vapor is cooled and condensed.
- Total Heat Removed from the System (Q): The total amount of heat energy removed from the system (J).
- Latent Heat Contained (L): The amount of heat energy required to change the state of a substance without changing its temperature (J).
Example
Let's say the total heat removed from the system (Q) is 5000 J and the latent heat contained (L) is 250 J. Using the formula:
\[
\text{CT} = \frac{5000}{250} = 20
\]
So, the condensate temperature is 20.
Extended information about Condensate-Temperature-Calculator
Extended information about How to Calculate Condensation Temperature
Definition: The condensation temperature is the temperature at which a vapor turns into a liquid.
Formula: \( T_c = T - \Delta T \)
- \( T_c \): Condensation temperature
- \( T \): Initial temperature
- \( \Delta T \): Temperature difference
Example: \( T_c = 100 - 20 \)
- \( T \): 100°C
- \( \Delta T \): 20°C
Extended information about Rate of Condensation Formula
Definition: The rate of condensation is the rate at which a vapor condenses into a liquid.
Formula: \( R = k \times (P - P_s) \)
- \( R \): Rate of condensation
- \( k \): Condensation coefficient
- \( P \): Vapor pressure
- \( P_s \): Saturation pressure
Example: \( R = 0.5 \times (100 - 80) \)
- \( k \): 0.5
- \( P \): 100 kPa
- \( P_s \): 80 kPa
Extended information about How to Calculate Condensate Flow Rate
Definition: The condensate flow rate is the rate at which condensate is produced from steam.
Formula: \( F = \frac{Q}{L} \)
- \( F \): Condensate flow rate
- \( Q \): Heat transfer rate
- \( L \): Latent heat of vaporization
Example: \( F = \frac{5000}{2257} \)
- \( Q \): 5000 kJ/hr
- \( L \): 2257 kJ/kg
Extended information about Condensate Flow Rate Formula
Definition: The condensate flow rate formula calculates the amount of condensate produced per unit time.
Formula: \( F = \frac{Q}{L} \)
- \( F \): Condensate flow rate
- \( Q \): Heat transfer rate
- \( L \): Latent heat of vaporization
Example: \( F = \frac{6000}{2260} \)
- \( Q \): 6000 kJ/hr
- \( L \): 2260 kJ/kg
Extended information about Calculating Condensate from a Cooling Coil
Definition: Calculating condensate from a cooling coil involves determining the amount of condensate produced by the coil.
Formula: \( C = \frac{Q}{L} \)
- \( C \): Condensate produced
- \( Q \): Heat transfer rate
- \( L \): Latent heat of vaporization
Example: \( C = \frac{7000}{2270} \)
- \( Q \): 7000 kJ/hr
- \( L \): 2270 kJ/kg
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