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PP Systems CIRAS-3 - Saturation Vapor Pressure; Stomatal Conductance; Net Photosynthesis

PP Systems CIRAS-3
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CIRAS-3 Operation Manual V. 1.09 161 support@ppsystems.com
The following approximation is made:
 ×
(
+ )
. +
(
. ×
)
(3.2) From this we derive:

=
(
+ 
)
Saturation Vapor Pressure
Derive saturation vapor pressure at leaf temperature (e
leaf
) from T
leaf
(4.1) From Buck, 1981 (using e
w1
and f
w1
) we calculate:

= . ×󰇩

×
(
.
)

+ .
󰇪
Stomatal Conductance
Calculate stomatal conductance (g
s
)
(4.2) From Caemmerer & Farquhar, 1981 (Eq B14), total leaf conductance is calculated as:

=
 ×
(

+

)/



(4.3) Since 1/

=
+
,
(4.4) stomatal resistance can be calculated as:


= 󰇩


× ( (

+

)/)
󰇪
(4.5) Stomatal conductance is the inverse of stomatal resistance:




=
× 
Net Photosynthesis
Determine the rate of net photosynthesis (A) from the difference between CO
2
concentrations entering
(C
in
) and exiting (C
out
) the cuvette

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