vesti

Fizika tuge

Georgi Gospodinov

Prevela s bugarskog Ivana Stoičkov

Godina izdanja: 2013

Format (cm): 20cm

Broj Strana: 344

ISBN: 978-86-6145-143-0

Cena: Rasprodato

Već na prvi pogled jasno je da je pred nama moderan roman. A koliko je još i moderniji na drugi pogled?
Gospodinov bez zazora preispituje granice žanra. To čini tako da nam se čini kao da je ovo jedan od poslednjih pokušaja da se dokaže da roman kao književni rod ima još oblika za izmišljanje, obogaćivanje i pokazivanje. Autor istovremeno lakonski i temeljno preispituje roman kao oblik književnog istraživanja, dovodeći ga u ozbiljnu sumnju, te ga potom, tako negiranog, uspostavlja u jednom novom melanžu. Fizika tuge nije više i samo eksperiment; ona je nova romaneskna vrednost. Istorija književnosti verovatno će ga jednoga dana označiti kao: a) prekretnički roman, b) izdajnički roman, ili v) jedan od poslednjih romana koji bi da obuhvate - sve.
Ovaj pre svega poetičan roman, vrlo tanane duše, priča je o fizici ali i metafizici tuge. Čine ga: montaža, kinematografska struktura, pauze, grafika, simboli, tišina, prividna fragmentarnost, samoća, minotaurska napuštenost, lavirinti, antički mitovi, praznina. To je istorija sveta ispričana pogledom nevažnih događaja, netipičnih stvorenja (od puževa do dinosaura i ljudi). U zbiru svega glavni junak je Ja smo. To ja smo ključ je romana: ono je oscilirajuće klatno između prvog i trećeg lica, jednine i množine. Autorska snaga, koja je u svim pričama i telima ove knjige, mnogo je šira od tzv. Sveznajućeg autora.
Roman - vremenska kapsula. Roman u koji se zaljubljuje.
Ako je originalni i uspešni Prirodni roman G. Gospodinova, preveden na 20 jezika, od kojih je srpski bio prvi u svetu (Geopoetika, 2001), bio postmoderan u najplemenitijem smislu reči, Fizika tuge je roman apokaliptičan u najrevolucionarnijem značenju reči.  maximum demand calculation 3 phase

3 Phase Patched - Maximum Demand Calculation

Abstract Maximum Demand (MD) is the highest average power drawn by an electrical installation over a specified interval (typically 15–30 minutes). Accurate MD calculation is essential for sizing cables, transformers, switchgear, and for determining utility tariff structures. In three‑phase systems, MD must account for phase imbalances, power factor, load diversity, and peak coincidence. This paper presents a systematic approach to MD calculation, from basic formulas to advanced software‑based techniques, supported by real‑world examples. 1. Introduction Electrical installations rarely operate at full load continuously. The maximum demand represents the peak load that the system must sustain without overloading. Utilities use MD to design supply infrastructure and to charge large consumers (demand charges, often in $/kVA or $/kW). Underestimating MD leads to frequent overload trips; overestimating leads to oversized, capital‑intensive equipment.

If welder connected to L1‑L2, and conveyor on L2‑L3, the peak phase might be L2. For final design, balance loads.

End of paper

Ostale knjige iz edicije - Svet proze

Abstract Maximum Demand (MD) is the highest average power drawn by an electrical installation over a specified interval (typically 15–30 minutes). Accurate MD calculation is essential for sizing cables, transformers, switchgear, and for determining utility tariff structures. In three‑phase systems, MD must account for phase imbalances, power factor, load diversity, and peak coincidence. This paper presents a systematic approach to MD calculation, from basic formulas to advanced software‑based techniques, supported by real‑world examples. 1. Introduction Electrical installations rarely operate at full load continuously. The maximum demand represents the peak load that the system must sustain without overloading. Utilities use MD to design supply infrastructure and to charge large consumers (demand charges, often in $/kVA or $/kW). Underestimating MD leads to frequent overload trips; overestimating leads to oversized, capital‑intensive equipment.

If welder connected to L1‑L2, and conveyor on L2‑L3, the peak phase might be L2. For final design, balance loads.

End of paper