ÓÄÊ 623.12
Kunelbayev M.M. -master of physics, Auelbekov O.A.- the candidate of physical
and mathematical sciences, Kataev N.S.-the candidate of pedagogical sciences, Eralieva Zh.M- master of biology
Kazakh State
Women Pedagogical University
Republic of Kazakhstan, Almatymurat7508@rambler.ru
The work out arrival
solar radiates in regions of the Republic of Kazakhstan
In date met
stations quantity energy, enter in surface carte with one year in look star energy
in territory of Kazakhstan from oscillate
4 to 7. In rest of regions a solar energy from 700-800 V+-t/m2. This
energy much exceeds all requirements, however a use solar energy limitation
however circumstance, atie with technical distrust, and no seize freedom
territory.
The quantity calculation possibility to use a solar energy
to take with definition powers a solar water heat mounting, to concern with
square.
This calculation accompany for all regions sentry Republic of
Kazakhstan with calculation characteristics situation.
There tore, a calculation power energy solar collectors and
know a size territory, to tare in solar mounting and determine heat power energy
solar mounting.
The solar energy of the act in the surface in appearance a
radiation. Solar radiation the acting in energetic hellion collector, condition
straight radiation, to issue on solar disk in appearance parallel ray, to
disperse (diffusion), a acting all points sky
domed ceiling after to disperse path solar radiation
in atmosphere elements and radiation reflect on solar distance object, building
and earth is surface.
The sum radiations are called straight and diffusion radiation, the acting energetic Helios collector’s.
In meteo stations a leading actinometrical observer, measuring the quick
meaning straight radiation, the acting in perpendicular with solar energy. The
straight radiation, the acting in horizontal a flat and straight radiation in
horizontal surface calculate in corner solar high.
All appearance depends
on constant a change climate: straight and disperses – on transparent
atmosphere, cloudy, moisture air: reflect – on soil, moisture, snowing cover,
vegetation. The calculation the solar heat systems mostly fundamental in long
time average characteristics.
In fundamental characteristics to use of long standing
average month a day to given (sum) diffusion and sum radiations.
In common quantity
energy, the acting in surface Helios collectors, important influence render a
reflect radiations.
A value, typical
reflect ability surface, define relation reflect radiations with the acting in
surface sum radiation, ordinary express present and be called the surface alb
Edo. The natural surface possession difference
reflects ability. Maximal alb Edo to have a snow, compose at 85-90%.
Actinometrical and
climate characteristics, to use in the methodic evaluation to use solar energy
in the work to take in referent book for next hydro metrological station,
situation in the territory of Republic Kazakhstan.
1. “Kostanai”
(Kostanai region)
2. “Astana” (Akmolinsk
region)
3. “Dzhonbek”
(West-Kazakhstan region)
4. “Kalykovo”
(West-Kazakhstan region)
5. “Atyrau” (Atyrau
region)
6. “Actau” (Actau
region)
7. “Zhezkazgan”
(Karaganda region)
8. “Balchash”
(Karaganda region)
9. “Semeipalatinsk”
(East-Kazakhstan)
10. “Aral sea” (Kyzylorda region)
11. “Barsakelmes” (Kyzylorda region)
12. “Almaty” (Almaty region).
In object
definition presence and size territory come in handy place solar system all
region centers Kazakhstan to be send accordingly inquiry. The reserve a date in
city maintenance exact information: for example in Atyrau city in period 2010
years to have to free territory in size 92,7 hectors, in Arcalyk city – 2010 –
184 hectors.
To state approach
orienteering. By move exactly evolution effecting application solar system
necessary in detail general plane city in examine a date.
In object the rise a work effective solar water heat
mounting particularly serenity condition arrival maximum radiations in grasp
surface collectors. This must be provide, mount panel under optimal corner. The
understanding optimal corner to use only for this mounting, Helios field
collector when mount in a few positions, then optimal corner determine for only
seasons.
In the general case
maximal arrival radiations must be provide with help only collectors or
collectors bloc’s, combination in one flat, systems watching after sun self and
movement surface hello wireless perpendicular solar rays. In the tie with state
result in principle chaise optimal corner bend over a flat hello
collector, a still mount in helios
field solar water heat mounting.
In the work [1, 2] to be result methods calculation a
arrival radiation in bend covering a flat for every days. However what role
situation by us days sum radiation calculations as average before month, in the
tie with than enough a company calculation only for average days month, admit
for is in numbers day.
Then accompany calculation the arrival radiation in been
covering objects everybody like corner arrival for every month years. Here it
is necessary a note circumstance, what a choice optimal corner bend over a flat
hello collectors depend of objects for which to be use water heat mounting. It
she is intending for cover load heat body in summery times of and oriented
helios collectors it is necessary so, that summer in here fall maximal quantity
energy. If a water heat mounting to make for heating so choice optimal corner
bend over panel a realize with registration arrival correlation solar radiations and heat cover object way
calculation parameters mounting and helio square field.
In the fact working a stand problem maximal to make a
arrival rays solar energy6 there fore corner to be a choose as what receive
maximum heat quantity in years.
At facts energy quantity, arrival surface earth with years
in appearance solar energy. In Kazakhstan territory oscillate from 4 to 7000 MDzh,
in the rest of regions rays intensive composed 700-800Vt/m2.
Quantity evolution a possible to making solar energy to lake definition power
solar water neat mounting, attitude with square, to take mounting that is heat
power unit square solar water heat mounting.
This calculations to take for regions centers Kazakhstan’s
with registration climate characteristics. Theirs arrange. Here it is
necessary, what not all administrative centers Republic climate station, to
take observer solar radiation (actinometrical stations).
There fore, the calculations power solar mounting unit
square surface hayfields and know size territory, to taking with solar
mounting, can be to take heat power solar mounting. In case when size territory
not reputation, a number square Helios fields to taking in analogy with date
for only populated punks.
Solar radiations essential image depend constant a change
climate characteristics stage and drive away – with transparent atmosphere,
moist air, snowing covered. There fore calculations Helios heat systems mostly
the basic in long urgent average characteristics. The basis this the characteristics
to take every years average month days taking (Sum) diffusion and sum
radiations.
In the hand book with climate existence information about of
days sum radiations, however this information’s to taking for horizontal
surface, when as arrival situation a grasp surface in ten big quantity energy. In united quantity energy,
to taking in surface collector, important influence render reflect radiations.
A size characterizing reflect ability surface, definition relation reflect
radiations in to taking in date surface sum radiations ordinary expressing
presents and be called surface alb Edo.
However to be of
what in actinometrical snowstorms facing
date in sum radiations for horizontal surface, as what work, necessary
to taking this calculation for arrival surface.
Literature
1.Beckman V., Relive S., Daffy J. Calculation of Systems of a Solar Heat Supply.
USA. New York. 1982.
2. Solar Energy as a National Energy
Recourse, NSF/NASA Solar Energy Panel Report, 1972, Available from National
Technical Information Service, Springfield, USA, Virginia, 22151, Report No.
221659
3. Ñïðàâî÷íèê ïî êëèìàòó ÑÑÑÐ. Ì. 1982.
4. Æàìàëîâ À.
Ãåëèîýíåðãåòè÷åñêèé ïîòåíöèàë ÐÊ è ìåòîäû å¸ èñïîëüçîâàíèå. Àëìàòû.
2010.