![Shkallët total vizatim](data:image/png;base64,)
Shkallët total vizatim
![Vizatimi fazat 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)
Vizatimi fazat Template
![Vizatimi 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)
Vizatimi bowstring
Rekomandime
Devijimi nga lehtësi formulës 8.6%
Sugjeroi që të rritet numri i fazave tjetër 1Hapi thellësi të mjaftueshme
Shkallët përshtatshëm kënd 34.8°
shkallë relativisht të rehatshëm
Të dhënat e para
Lartësia e shkallës 2500 mm
Gjatësia e stairwells në planin e 2300 mm
Gjerësia e pista 800 mm
Fazat në fluturim të lartë 5
Fazat në mes të hapësirë 3
Fazat në hapësirë më të ulët 2
Trashësia e hapave 50 mm
hapa parvaz 50 mm
Rezultatet e llogaritjes
Gjatësia e tra sipërme të plotë 2173 mm
Gjatësia e para të vargut sipërme 1826 mm
Gjatësia mesatare e vargut të plotë 1807 mm
Gjatësia e para mes të vargut 1461 mm
Gjatësia e plotë e vargut më të ulët 1442 mm
Gjatësia e poshtme e parë të vargut 1096 mm
Trashësia e vargut 241 mm
Distanca në mes shkurtimeve pa në vargun në fazën 365 mm
Këndi i shkallëve 34.8° nga kati
hapa Thellësia 350 mm
lartësi Hapi 208 mm
Lartësia e risers 158 mm
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