35
LP-80
Table 1 Solar Declination and Equation of Time (continued)
Date
Day of Year
D
(Radians)
ET Hour
Apr 30
120
0.253
0.046
May 10
130
0.304
0.060
May 20
140
0.346
0.059
May 30
150
0.378
0.043
Jun 9
160
0.399
0.015
Jun 19
170
0.409
–0.019
Jan 29
180
0.406
–0.055
Jul 9
190
0.392
–0.085
Jul 19
200
0.366
–0.103
Jul 29
210
0.331
–0.107
Aug 8
220
0.286
–0.097
Aug 18
230
0.233
–0.065
Aug 28
240
0.174
–0.022
Sep 7
250
0.111
0.0331
Sep 17
260
0.045
0.089
Sep 27
270
–0.023
0.147
Oct 7
280
–0.091
0.201
Oct 17
290
–0.157
0.243
Oct 27
300
–0.219
0.268
Nov 6
310
–0.275
0.243
Nov 16
320
–0.324
0.255
Nov 26
330
–0.363
0.213
Dec 6
340
–0.391
0.151
Dec 16
350
–0.406
0.075
Dec 26
360
–0.408
–0.007
EXAMPLE PROBLEM 7
Find the zenith angle for Pullman, Washington, USA at 10:45 PDT on June 30. Convert the
time of observation to standard time by subtracting 1 h and convert minutes to decimal
hours, so
t
= 9.75 h.
June 30 is
J
= 181.
Pullman latitude is 46.77°, or 0.816 radians, and longitude is 117.2°.
The standard meridian for Pullman is 120°.
The local meridian is 2.8° east of the standard meridian, so
LC
= 2.8/15 = 0.19 h.