Campbell DC112 Betreibershandbuch Seite 134

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Seitenansicht 133
SECTION 11. OUTPUT PROCESSING INSTRUCTIONS
11-2
There are three Output Options, which specify
the values calculated.
Option 0:
Mean horizontal wind speed, S.
Unit vector mean wind direction, Θ
ΘΘ
Θ1.
Standard deviation of wind direction, σ
σσ
σ(Θ
ΘΘ
Θ1).
Standard deviation is calculated using the
Yamartino algorithm. This option complies
with EPA guidelines for use with straight-line
Gaussian dispersion models to model plume
transport.
Option 1:
Mean horizontal wind speed, S.
Unit vector mean wind direction, Θ
ΘΘ
Θ1.
Option 2:
Mean horizontal wind speed, S.
Resultant mean wind speed, U.
Resultant mean wind direction, Θ
ΘΘ
Θu.
Standard deviation of wind direction, σ
σσ
σ(Θ
ΘΘ
Θu).
This standard deviation is calculated using
Campbell Scientific's wind speed weighted
algorithm.
Use of the Resultant mean horizontal wind
direction is not recommended for straight-
line Gaussian dispersion models, but may
be used to model transport direction in a
variable-trajectory model.
Measured raw data:
S
i
= horizontal wind speed
Θ
i
= horizontal wind direction
Ue
i
= east-west component of wind
Un
i
= north-south component of wind
N = number of samples
Calculations:
Scalar mean horizontal wind speed, S:
S=(ΣS
i
)/N
where in the case of orthogonal sensors:
S
i
=(Ue
i
2
+Un
i
2
)
1/2
Unit vector mean wind direction, Θ
ΘΘ
Θ1:
Θ1=Arctan (Ux/Uy)
where
Ux=(Σsin Θ
i
)/N
Uy=(Σcos Θ
i
)/N
or, in the case of orthogonal sensors
Ux=(Σ(Ue
i
/U
i
))/N
Uy=(Σ(Un
i
/U
i
))/N
where U
i
=(Ue
i
2
+Un
i
2
)
1/2
Standard deviation of wind direction, σ
σσ
σ(Θ
ΘΘ
Θ1),
using Yamartino algorithm:
σ
σσ
σ(Θ
ΘΘ
Θ1)=arc sin(ε)[1+0.1547 ε
3
]
where,
ε=[1-((Ux)
2
+(Uy)
2
)]
1/2
and Ux and Uy are as defined above.
Resultant mean horizontal wind speed, U:
U=(Ue
2
+Un
2
)
1/2
where for polar sensors:
Ue=(ΣS
i
Sin Θ
i
)/N
Un=(ΣS
i
Cos Θ
i
)/N
or, in the case of orthogonal sensors:
Ue=(ΣUe
i
)/N
Un=(ΣUn
i
)/N
Resultant mean wind direction, Θ
ΘΘ
Θu:
Θ
ΘΘ
Θu=Arctan (Ue/Un)
Standard deviation of wind direction, σ
σσ
σ(Θ
ΘΘ
Θu),
using Campbell Scientific algorithm:
σ
σσ
σ(Θ
ΘΘ
Θu)=81(1-U/S)
1/2
*** 70 SAMPLE ***
FUNCTION
This instruction stores the value from each
specified input location.
PAR. DATA
NO. TYPE DESCRIPTION
01: 2 Repetitions
02: 4 Starting input location no.
Outputs generated: 1 for each sample
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