Malo stvari može da me izvede iz takta kao navođenje lažnih ili besmislenih podataka. Članak u Blicu je dobar primer. Recimo:
Energetska efikasnost u Srbiji je izuzetno niska u poređenju sa prosekom u zemljama Evropske unije, jer se u našoj zemlji troši 2,5 puta više energije po jedinici društvenog proizvoda u odnosu na svetski prosek i četiri puta više od proseka u EU.
Da bi bilo jasnije šta je ovde problem, navodim sledeći primer:
Energetska efikasnost u stanu moje babe je izuzetno niska u poređenju sa mojim stanom, jer se u njenom stanu troši 2,5 puta više energije po dinaru dohotka nego u mom. Ja sa mojih 100.000 dinara mesečno potrošim samo 2.000 Kwh, a ona sa svojom penzijom od 20.000 potroši čak 1.000 Kwh!
E, koliko logike ima moja izjava, toliko logike ima i citat iz članka u Blicu. Ali, to je tek početak:
Domaćinstva u Srbiji troše 2,5 puta više energije po kvadratnom metru stambenog prostora od nekih zemalja EU.
Koje su to "neke zemlje EU"? Nemam pojma, ne kažu, ali se verovatno misli na Maltu, Kipar, Grčku, Španiju, Portugal i slične zemlje gde se deca rasplaču od sreće (ili straha) kada vide sneg.
Srbija ima najniži stepen energetske efikasnosti u Evropi. Države zapadne Evrope po kvadratnom metru potroše oko 100 kWh energije godišnje, a u našoj zemlji je potrošnja od 150 do 180 kWh.
Malo pre je bilo 2,5 puta više, sad je samo 50%-80% više. Ali, ovde se više ne govori o "nekim zemljama EU", već o "državama Zapadne Evrope", tako da opet nije jasno o kojim zemljama se govori. Međutim, šta je zajedničko za "države Zapadne Evrope"? Pa, ako baš gledamo Zapadnu Evropu, u geografskom smislu, zajednička im je klima. A klima u zemljama poput Francuske, Engleske, Belgije i Holandije je mnogo blaža nego klima u Srbiji - niti su zime tako hladne, niti su leta tako topla. A, ako zime nisu tako hladne, a ni leta nisu tako topla, onda su i potrebe za grejanjem zimi, odnosno za hlađenjem leti, manje nego u Srbiji, pa su, samim tim, jeli, te zemlje mnogo "energetski efikasnije".
Evo je ovde dobra klimatska mapa:
![](https://lh3.googleusercontent.com/blogger_img_proxy/AEn0k_tgQGqdITLeAPvv9AeguAOHi896ODUHcrPARfqBZLpbmZOsnWaWsfvpRPcIwaLsrkrXntarXl3j-zXv3JZbXu23nR_cWGdAoHQ58r-_G7zA30U1HSCH99znHjgxSNz-yPvP-Ox6iAmWIg6oohOYCECLA8VziweMIvrtGPRUQoAvFi7xUuh-MA=s0-d)
Dakle, kao što možete da primetite, "Zapadna Evropa" je prilično irelevantna za nas ovde. Mnogo su relevantnije zemlje Centralne i Istočne Evrope poput Mađarske, Češke, Rumunije ili Poljske.
Trebalo mi je malo vremena da pronađem podatke, ali sam na kraju uspeo. Postoji sajt, na kojem možete naći upravo indikator koji nas zanima - koliko energije se troši po kvadratu stambenog prostora (naravno nema Srbije). Pošto je sajt rađen u Flashu (valjda) ne mogu da stavim link, ali evo print screena (kliknite za veću sliku):
![](data:image/png;base64,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)
Na mapi vidite koje zemlje su posebno "energetski neefikasne". Igrom nekog vrlo čudnog spleta okolnosti, radi se baš o onim zemljama koje imaju kontinentalnu klimu i vrlo hladne zime.
Na levoj strani možete videti rang listu zemalja sa najvećim utroškom energije po kvadratnom metru - nakon Letonije, Finske i Estonije (koje baš i nisu za nas relevantne), slede upravo Poljska, Češka, Rumunija, Nemačka, Slovenija, Austrija i Mađarska - dakle zemlje sa zimama koje je slične našim.
Pored klime, bitan je još jedan faktor - koliko ljudi živi u stanu, a koliko živi u kući? Sasvim je jasno da su stanovi energetski efikasniji, jer se toplota manje rasipa nego kada se radi o kućama. Procenat stanovništva koje živi u kući veoma varira od zemlje do zemlje, a evo ovde podataka za EU:
Naravno, ovo je delimično rezultat upravo klime, ali mislim da su važniji socio-ekonomski faktori, poput recimo urbanizacije, pošto je jasno da seosko stanovništvo uglavnom ne živi u energetski efikasnim soliterima. Nisam uspeo da pronađem podatke za Srbiju, ali se ne bih iznenadio da se nalazimo negde pri desnom kraju skale, gde su i Hrvatska, Slovenija i Mađarska.
Dakle, imajući u vidu da 1) su zime u Srbiji prilično hladne i 2) ovde dosta ljudi živi po kućama, uopšte ne treba da nas čudi da je ove potrošnja energije po kvadratnom metru relativno visoka. Ali, mislim da nema smisla to nazivati "energetskom neefikasnošću".
Energetska efikasnost u Srbiji je izuzetno niska u poređenju sa prosekom u zemljama Evropske unije, jer se u našoj zemlji troši 2,5 puta više energije po jedinici društvenog proizvoda u odnosu na svetski prosek i četiri puta više od proseka u EU.
Da bi bilo jasnije šta je ovde problem, navodim sledeći primer:
Energetska efikasnost u stanu moje babe je izuzetno niska u poređenju sa mojim stanom, jer se u njenom stanu troši 2,5 puta više energije po dinaru dohotka nego u mom. Ja sa mojih 100.000 dinara mesečno potrošim samo 2.000 Kwh, a ona sa svojom penzijom od 20.000 potroši čak 1.000 Kwh!
E, koliko logike ima moja izjava, toliko logike ima i citat iz članka u Blicu. Ali, to je tek početak:
Domaćinstva u Srbiji troše 2,5 puta više energije po kvadratnom metru stambenog prostora od nekih zemalja EU.
Koje su to "neke zemlje EU"? Nemam pojma, ne kažu, ali se verovatno misli na Maltu, Kipar, Grčku, Španiju, Portugal i slične zemlje gde se deca rasplaču od sreće (ili straha) kada vide sneg.
Srbija ima najniži stepen energetske efikasnosti u Evropi. Države zapadne Evrope po kvadratnom metru potroše oko 100 kWh energije godišnje, a u našoj zemlji je potrošnja od 150 do 180 kWh.
Malo pre je bilo 2,5 puta više, sad je samo 50%-80% više. Ali, ovde se više ne govori o "nekim zemljama EU", već o "državama Zapadne Evrope", tako da opet nije jasno o kojim zemljama se govori. Međutim, šta je zajedničko za "države Zapadne Evrope"? Pa, ako baš gledamo Zapadnu Evropu, u geografskom smislu, zajednička im je klima. A klima u zemljama poput Francuske, Engleske, Belgije i Holandije je mnogo blaža nego klima u Srbiji - niti su zime tako hladne, niti su leta tako topla. A, ako zime nisu tako hladne, a ni leta nisu tako topla, onda su i potrebe za grejanjem zimi, odnosno za hlađenjem leti, manje nego u Srbiji, pa su, samim tim, jeli, te zemlje mnogo "energetski efikasnije".
Evo je ovde dobra klimatska mapa:
Dakle, kao što možete da primetite, "Zapadna Evropa" je prilično irelevantna za nas ovde. Mnogo su relevantnije zemlje Centralne i Istočne Evrope poput Mađarske, Češke, Rumunije ili Poljske.
Trebalo mi je malo vremena da pronađem podatke, ali sam na kraju uspeo. Postoji sajt, na kojem možete naći upravo indikator koji nas zanima - koliko energije se troši po kvadratu stambenog prostora (naravno nema Srbije). Pošto je sajt rađen u Flashu (valjda) ne mogu da stavim link, ali evo print screena (kliknite za veću sliku):
Na mapi vidite koje zemlje su posebno "energetski neefikasne". Igrom nekog vrlo čudnog spleta okolnosti, radi se baš o onim zemljama koje imaju kontinentalnu klimu i vrlo hladne zime.
Na levoj strani možete videti rang listu zemalja sa najvećim utroškom energije po kvadratnom metru - nakon Letonije, Finske i Estonije (koje baš i nisu za nas relevantne), slede upravo Poljska, Češka, Rumunija, Nemačka, Slovenija, Austrija i Mađarska - dakle zemlje sa zimama koje je slične našim.
Pored klime, bitan je još jedan faktor - koliko ljudi živi u stanu, a koliko živi u kući? Sasvim je jasno da su stanovi energetski efikasniji, jer se toplota manje rasipa nego kada se radi o kućama. Procenat stanovništva koje živi u kući veoma varira od zemlje do zemlje, a evo ovde podataka za EU:
Naravno, ovo je delimično rezultat upravo klime, ali mislim da su važniji socio-ekonomski faktori, poput recimo urbanizacije, pošto je jasno da seosko stanovništvo uglavnom ne živi u energetski efikasnim soliterima. Nisam uspeo da pronađem podatke za Srbiju, ali se ne bih iznenadio da se nalazimo negde pri desnom kraju skale, gde su i Hrvatska, Slovenija i Mađarska.
Dakle, imajući u vidu da 1) su zime u Srbiji prilično hladne i 2) ovde dosta ljudi živi po kućama, uopšte ne treba da nas čudi da je ove potrošnja energije po kvadratnom metru relativno visoka. Ali, mislim da nema smisla to nazivati "energetskom neefikasnošću".