General
dimensional aspects
In Hungary based on its meteorological conditions, only
solar collectors cannot produce the all year round thermal need for the various
fields of use. Therefore the solar collector systems are utilized parallel with
the traditional energy carrier heat producers. When designing the dimensions of
the solar collector the most important aim is to realize which size is the
optimal system, and in what proportion it can meet the heat need for a given
task. The quotient of the heat need covered by the collectors, and the
completely needed heat need is called the solar partial proportion.
The other important aspect of the solar collectors is the system
efficiency, which is the quotient of the utilized solar radiation by the
collector, and the solar radiation arriving to the surface of the collectors.
Drawing the two characteristics into a chart, we can realize
that their direction is just opposite. The systems with low solar partial
proportion work with high efficiency, though high solar partial proportion can
only be reached by low system efficiency. The optimal solar partial proportion
depends on several factors. In the case of small systems producing warm water
for use, or family houses the 50-70% efficiency most probably can be reached.
In the case of bigger systems the lower, 20-50% value should be aimed at, the saving
is still significant. In both cases the all year round efficiency of the solar
collector, the trustable operation, and the refund of the investment expenses
are important.
Heat
amount of collectors
Solar partial proportion =--------------------------------------------------------
Complete
heat need
Utilized
solar radiation
System efficiency = -----------------------------------------------------------
The utilizable
heat amount by solar collector systems

Globális Yearly sum
of overall radiation in Hungary [kWh/m2/year]

Average daily value
of the solar radiation energy arriving to horizontal surface [kWh/m2/day]
More accurate dimension setting of a solar collector can be
done through a computer simulation software, which is able to make all the
complex calculations, of collectors dimensions depending on several factors,
after given all the parameters found in natural systems.
Without a computational method it is difficult to design the
dimensions of solar collector systems. Simplifying formula, maps or monograms
exist, with which approaching pre-measurements can be made.
Complete power of radiation, arriving to southbound, 35°
leaned surface, based on the calculation of average value of a day of months: [Wh/m2]
|
Time interval
|
Jan.
|
Feb.
|
Mar.
|
Apr.
|
May.
|
Jun.
|
Jul.
|
Aug.
|
Sept.
|
Oct.
|
Nov.
|
Dec.
|
|
6 – 7
|
-
|
-
|
23
|
41
|
72
|
95
|
80
|
54
|
31
|
-
|
-
|
-
|
|
7 – 8
|
-
|
52
|
87
|
123
|
141
|
164
|
149
|
137
|
114
|
68
|
34
|
-
|
|
8 – 9
|
67
|
119
|
205
|
266
|
290
|
337
|
302
|
287
|
241
|
175
|
84
|
63
|
|
9 – 10
|
133
|
249
|
335
|
427
|
485
|
529
|
496
|
472
|
401
|
309
|
173
|
105
|
|
10 – 11
|
199
|
313
|
462
|
579
|
694
|
792
|
707
|
657
|
560
|
427
|
220
|
170
|
|
11 – 12
|
248
|
352
|
525
|
663
|
836
|
999
|
876
|
764
|
646
|
524
|
291
|
207
|
|
12 – 13
|
245
|
352
|
514
|
645
|
812
|
949
|
858
|
759
|
623
|
498
|
285
|
212
|
|
13 – 14
|
201
|
302
|
425
|
545
|
648
|
768
|
667
|
616
|
515
|
414
|
230
|
168
|
|
14 – 15
|
127
|
202
|
300
|
380
|
457
|
509
|
454
|
431
|
370
|
296
|
152
|
99
|
|
15 – 16
|
56
|
108
|
176
|
240
|
283
|
321
|
278
|
266
|
219
|
157
|
66
|
46
|
|
16 – 17
|
-
|
22
|
76
|
119
|
144
|
168
|
148
|
129
|
102
|
56
|
33
|
-
|
|
17 – 18
|
-
|
-
|
19
|
41
|
72
|
96
|
80
|
52
|
25
|
-
|
-
|
-
|
|
Sum Wh/m2/d
|
1276
|
2041
|
3146
|
4069
|
4934
|
5761
|
5095
|
4621
|
3847
|
2925
|
1568
|
1070
|
Complete power of
radiation, arriving to southbound, 35° leaned surface
Complete power of radiation, arriving to southbound, 45°
leaned surface, based on the calculation of average value of a day of months: [Wh/m2]
|
Time interval
|
Jan.
|
Feb.
|
Mar.
|
Apr.
|
May.
|
Jun.
|
Jul.
|
Aug.
|
Sept.
|
Oct.
|
Nov.
|
Dec.
|
|
6 – 7
|
-
|
-
|
27
|
48
|
80
|
104
|
88
|
61
|
39
|
-
|
-
|
-
|
|
7 – 8
|
-
|
62
|
87
|
142
|
152
|
175
|
159
|
148
|
128
|
78
|
41
|
-
|
|
8 – 9
|
83
|
118
|
223
|
280
|
302
|
344
|
312
|
284
|
260
|
196
|
97
|
75
|
|
9 – 10
|
149
|
244
|
357
|
441
|
489
|
529
|
499
|
482
|
422
|
335
|
195
|
120
|
|
10 – 11
|
223
|
335
|
478
|
582
|
682
|
768
|
692
|
657
|
578
|
456
|
243
|
189
|
|
11 – 12
|
276
|
389
|
542
|
662
|
810
|
952
|
840
|
750
|
655
|
552
|
316
|
229
|
|
12 – 13
|
269
|
376
|
530
|
644
|
787
|
932
|
834
|
745
|
631
|
525
|
309
|
225
|
|
13 – 14
|
224
|
323
|
439
|
548
|
637
|
744
|
653
|
616
|
531
|
441
|
253
|
187
|
|
14 – 15
|
143
|
224
|
319
|
393
|
460
|
508
|
457
|
440
|
390
|
321
|
171
|
113
|
|
15 – 16
|
69
|
108
|
190
|
253
|
294
|
328
|
287
|
265
|
237
|
176
|
77
|
55
|
|
16 – 17
|
-
|
45
|
76
|
130
|
155
|
179
|
157
|
140
|
115
|
65
|
40
|
-
|
|
17 – 18
|
-
|
-
|
21
|
47
|
82
|
105
|
88
|
57
|
31
|
-
|
-
|
-
|
|
Sum Wh/m2/d
|
1436
|
2220
|
3288
|
4170
|
4930
|
5668
|
5066
|
4645
|
4017
|
3145
|
1742
|
1203
|
Complete power of
radiation, arriving to southbound, 45° leaned surface