Description Usage Arguments Details Author(s) References Examples
View source: R/transmissivity.R
Transmissivity Fraction of direct solar radiation passing through the atmosphere based on the Bristow-Campbell eqn
1 | transmissivity(Tx,Tn, A=0.75, C=2.4, opt="1day", JD=NULL)
|
Tx |
maximum daily temperature [C] |
Tn |
minimum daily temperature [C] |
A |
Maximum transmissivity in a location, varies with environmental conditions and elevation |
C |
Empirical partitioning coefficient - set to 2.4 |
opt |
Options: "1day" uses the diurnal temperature change as Tx-Tn for any given day; "2day" depends on an average temperature change, i.e. the max temp today minus the average of the min temps of today and tomorrow; Users who do not have a continuous record of daily temperatures should use "missingdays" - note that this depends on JD input. If JD is null and "missingdays" is chosen the function will default to "1day" |
JD |
A vector of julian days corresponding to temp measurements. Only needed if using opt="missingdays" |
Can accept either single values or vectors for Tx,Tn and JD.
M. Todd Walter, Josephine Archibald
Bristow KL, Campbell GS. 1984. On the relationship between incoming solar radiation and daily maximum and minimum temperature. Agric Forest Meteorol; 31:150-166.
1 2 3 4 5 6 | ## Assuming the temperature measurements are consecutive days, default option:
transmissivity(Tx=c(10,10,10,10,10), Tn=c(1,2,6,9,2))
## Second option:
transmissivity(Tx=c(10,10,10,10,10), Tn=c(1,2,6,9,2), opt="2day")
## When the days are not consecutive:
transmissivity(Tx=c(10,10,10,10,10), Tn=c(1,2,6,9,2), JD=c(250,265,300,320,321), opt="missingdays")
|
Loading required package: operators
Attaching package: 'operators'
The following objects are masked from 'package:base':
options, strrep
Loading required package: topmodel
Loading required package: DEoptim
Loading required package: parallel
DEoptim package
Differential Evolution algorithm in R
Authors: D. Ardia, K. Mullen, B. Peterson and J. Ulrich
Loading required package: XML
[1] 0.70381331 0.65825139 0.24628825 0.01064085 0.65825139
[1] 0.68642091 0.49266867 0.09198497 0.31132127 0.66119471
[1] 0.62046378 0.58986763 0.31366064 0.01338118 0.69685188
Add the following code to your website.
For more information on customizing the embed code, read Embedding Snippets.