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Analyse af solafskærmninger mht. termiske og ... - Viden om vinduer

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Z 2<br />

2<br />

min<br />

sin F fra d Z 0.0646<br />

The part covered by the scan gave a (partial) hemispherical optical property of Rm, in this<br />

case 0.220. The corrected value is therefore Rh,<br />

R m 0.220 R h R m Z R h 0.2846<br />

Example of a Gaussian profile<br />

Suppose that the profile of the spatial distribution is well fitted by a Gaussian function<br />

(Input-værdierne er fundet i excelregnearket rinsax.exl)<br />

G R a R exp a 2<br />

R<br />

2.864910 5<br />

28<br />

a 0.00024 1802<br />

2<br />

where R is the value of the optical property at = 0, (corrected for the detector resolution<br />

) and a is the parameter that determines the width of the profile. The parameter a as<br />

defined above is used here since it is more convenient to determine the fit in the Excel<br />

sheet using in degrees. The factor (180/ ) 2 converts it to the value with in radians, as<br />

required here.<br />

For the parameter values chosen here, the total hemispherical optical property would be<br />

given by<br />

z 2<br />

0<br />

2<br />

sin G R a d z 0.3545<br />

For a partial rectangular scan with and set as above, the missing part of the<br />

For hemispherical a partial rectangular scan with<br />

hemispherical optical property optical is property is<br />

and set as above, the missing part of the<br />

Echo of scan ranges set at the top of the sheet: 34deg 25deg<br />

zz 2<br />

2<br />

min<br />

The ratio is<br />

sin G R a fra d zz 0.2521<br />

zz<br />

z<br />

0.7111<br />

In fact, in this case we don't even need R, since it cancels in the ratio, i.e. we can use the<br />

relative values to fit the data to the Gaussian. We can simply take the measured (partial)

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