PROEIDOPOIHSH
• H diadikasiv a sterev w sh" th" monav d a" sthn orofhv prev p ei na
giv n etai me exairetikav megav l h prosochv . Bebaiwqeiv t e ov t i h orofhv
mporeiv na krathv s ei to bav r o" tou klimatistikouv . Prin
anarthv s ete th monav d a elev g xte th sterev w sh kav q e sfigkthv r a.
(4)
Bidwv s te tou" sfigkthv r e" ev t si wv s te na proexev c oun apov thn
yeudorofhv me ton trov p o pou faiv n etai sthn Eik. 3 -16. To
mev g eqo" th" proexochv " prev p ei na eiv n ai iv d io gia ov l ou" tou"
sfigkthv r e" kai na mhn uperbaiv n ei ta 50 clst. (Eik. 3 -17).
(5)
Prin anarthv s ete th monav d a bgav l te ti" 2 hv 3 biv d e" pou
mplokav r oun ti" griv l ie" eisagwghv " aev r a. Sth sunev c eia
anoiv x te ti" griv l ie" kai bgav l te te" patwv n ta" to kleiv s tro
twn mentesev d wn ov p w" faiv n etai sthn Eik. 3 -18. Bgav l te ti"
biv d e" pou staqeropoiouv n ta duv o pleurikav kapav k ia kai
GR
bgav l te ta trabwv n ta" pro" thn kateuv q unsh tou emprov s qiou
tmhv m ato" th" monav d a" ov p w" faiv n etai sthn Eik. 3 -19.
(6)
Proetoimasiv a th" monav d a" gia anav r thsh. To suv s thma
sterev w sh" th" monav d a" allav z ei anav l oga me ton tuv p o th"
egkatav s tash" (sterev w sh sthn orofhv hv me sfigkthv r e"
afhv n onta" cwv r o anav m esa sthn orofhv kai th monav d a) (Eik.
3 -20 kai 3 -21).
(7)
Anarthv s te th monav d a me ton exhv " trov p oÚ
(a) Sterewv s te miv a rodev l la kai duv o exagwnikav mpoulov n ia
gia kav q e sfigkthv r a anav r thsh" ov p w" faiv n etai sthn
Eik. 3 -22 (den promhqeuv e tai).
Fig. 3-16
Eswterikhv
monav d a
Tzinev t i
sterev w sh"
Eik. 3-20
(b) Anuywv s te thn eswterikhv monav d a kai topoqethv s te thn
bav z onta" ti" rodev l le" twn sfigkthv r wn kav t w apov ti"
koilov t hte" sta tzinev t ia anav r thsh" (Eik. 3 -23)
(g) Sterewv s te ta duv o exagwnikav paximav d ia se kav q e
sfigkthv r a anav r thsh" mplokav r onta" th monav d a sth
qev s h th" Eik. 3 -24.
SHMEIWSH
Dedomev n ou ov t i sucnav h orofhv den eiv n ai epiv p edh, sa" sunistouv m e na
afhv s ete periv p ou 1 ek. anav m esa sth monav d a kai sthn orofhv kai
na gemiv s ete autov to mesodiav s thma me monwtikov ulikov .
(8)
Eav n qev l ete na bgav l ete tou" swlhv n e" yuktikouv , thn ekrohv
th" sumpuv k nwsh" kai ta hlektrikav kalwv d ia apeuqeiv a "
ston toiv c o piv s w apov to klimatistikov , anoiv x te miv a truv p a
ston toiv c o (Eik. 3 -25).
(9)
Metrhv s te to pav c o" tou toiv c ou apov thn eswterikhv ev w " thn
exwterikhv epifav n eia. Kov y te ev n a swlhv n a apov PVC me mhv k o"
iv s o me to pav c o" tou toiv c ou kai me mikrhv kliv s h kai sth
sunev c eia bav l te ton ston toiv c o (Eik. 3 -26).
VElasma yeudorofhv "
Sthv r igma yeudorofhv "
A
A
Sfigkthv r a"
anav r thsh" (den
promhqeuv e tai)
Eswterikhv
Epifav n eia orofhv "
monav d a
Rodev l la (promhqeuv e tai)
Diplov paximav d i
(den promhqeuv e tai)
Eik. 3-21
Eswterik
hv monav d a
Eik. 3-17
Bgav l te ti" griv l ie"
eisagwghv " aev r a
patwv n ta" to kleiv s tro
twn mentesev d wn
Biv d a
Mplokav r isma
Griv l ie" eisagwghv " aev r a
Eik. 3-18
Trabhv x te pro" to
emprov s qio tmhv m a
th" monada"
Eik. 3-19
Pleurikov kapav k i
Sfigkthv r a"
anav r thsh" (den
promhqeuv e tai)
Rodev l la ( den
promhqeuv e tai )
Rodev l la (promhqeuv e tai)
Diplov paximav d i
(den promhqeuv e tai)
(promhqeuv e tai)
Eik. 3-22
Eik. 3-23
Eik. 3-24
H truv p a ston toiv c o prev p ei na giv n ei me miv a
SHMEIWSH
mikrhv kliv s h pro" ta ev x w.
15
Epifav n eia
orofhv "
Tzinev t i sterev w sh"
Mentesev ı
Epifav n eia
orofhv "
Diplov paximav d i
Rodev l la
(den promhqeuv e tai)
Sfigkthv r a" anav r thsh"