Hi guys,
Sorry if this sounds stupid but I really don't understand how to work this.
. . . . .\(\displaystyle \Delta\, T\, =\, \dfrac{0.017K\, +\, 2.64}{1\, +\, 0.085u^{0.08}}\). . . . .-------(1)
Where:
. . . . .\(\displaystyle \begin{align}\Delta\, T\, &=\, temperature\, difference\, between\, greenhouse\, insides\, and\, ambient\, (^\circ C)
\\ K\, &=\, global\, irradiance\, outside\, greenhouse\, (w\, /\, m^2)
\\u\, &=\, wind\, velocity\, measured\, at\, 4\, m\, above\, ground\, (m/s)
\\R\, &=\, renewal\, (air\, change\, rate)\, per\, hour
\\K_{max}\, &=\, maximum\, global\, irradiance\, (w\, /\, m^2)
\end{align}\)
So lets say global irradiance is 678 w/m2 and wind velocity is 5.6 m/s. Then I would say that the formula is (678+2.64) / (1+5.6). Now obviously I don't know what the **** I am doing here because I end up with 103.18.
What am I doing wrong? Can someone give me a example of the formula's proper execution using my numbers?
Thanks in advance!!
PS: If this is in the wrong subforum sorry! Mod please move it.
Sorry if this sounds stupid but I really don't understand how to work this.
. . . . .\(\displaystyle \Delta\, T\, =\, \dfrac{0.017K\, +\, 2.64}{1\, +\, 0.085u^{0.08}}\). . . . .-------(1)
Where:
. . . . .\(\displaystyle \begin{align}\Delta\, T\, &=\, temperature\, difference\, between\, greenhouse\, insides\, and\, ambient\, (^\circ C)
\\ K\, &=\, global\, irradiance\, outside\, greenhouse\, (w\, /\, m^2)
\\u\, &=\, wind\, velocity\, measured\, at\, 4\, m\, above\, ground\, (m/s)
\\R\, &=\, renewal\, (air\, change\, rate)\, per\, hour
\\K_{max}\, &=\, maximum\, global\, irradiance\, (w\, /\, m^2)
\end{align}\)
So lets say global irradiance is 678 w/m2 and wind velocity is 5.6 m/s. Then I would say that the formula is (678+2.64) / (1+5.6). Now obviously I don't know what the **** I am doing here because I end up with 103.18.
What am I doing wrong? Can someone give me a example of the formula's proper execution using my numbers?
Thanks in advance!!
PS: If this is in the wrong subforum sorry! Mod please move it.
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