The self-weight G of a steel beam IPE 500 is given. Calculate the length L of the steel beam. The cross-sectional area A of the steel beam and the specific gravity • of steel are given. The dead weight G depends on your matriculation number (parameter x2=2). steel beam Given: A=116cm2 Y= 78.5 kN/m3 G=13.x2kN=13.___kN to find: L[inm]
The self-weight G of a steel beam IPE 500 is given. Calculate the length L of the steel beam. The cross-sectional area A of the steel beam and the specific gravity • of steel are given. The dead weight G depends on your matriculation number (parameter x2=2). steel beam Given: A=116cm2 Y= 78.5 kN/m3 G=13.x2kN=13.___kN to find: L[inm]
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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The self-weight G of a steel beam IPE 500 is given. Calculate the length L of the steel beam. The cross-sectional area A of the steel beam and the specific gravity • of steel are given.
The dead weight G depends on your matriculation number (parameter x2=2).
steel beam
Given:
A=116cm2
Y= 78.5 kN/m3
G=13.x2kN=13.___kN
to find: L[inm]
![b) Das Eigengewicht G eines Stahlträgers IPE 500 ist gegeben.
Berechnen Sie die Länge L des Stahlträgers. Die Querschnitts-
fläche A des Stahlträgers und das spezifische Gewicht y von
Stahl sind angegeben.
Das Eigengewicht G ist von Ihrer Matrikelnummer (Parameter
x2) abhängig.
Stohiltröger
Gegeben: A = 116 cm?
Y = 78,5 kN/m
G = 13, x2 kN = 13,
kN (z.B. für x2 5: G = 13,5 kN)
Gesucht: L [in m]](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F38659275-13e8-4c1f-a771-a4a43fa74e4e%2F8a1307ac-d09d-41b6-9472-f9b84ca4a292%2Fxcog3qn_processed.jpeg&w=3840&q=75)
Transcribed Image Text:b) Das Eigengewicht G eines Stahlträgers IPE 500 ist gegeben.
Berechnen Sie die Länge L des Stahlträgers. Die Querschnitts-
fläche A des Stahlträgers und das spezifische Gewicht y von
Stahl sind angegeben.
Das Eigengewicht G ist von Ihrer Matrikelnummer (Parameter
x2) abhängig.
Stohiltröger
Gegeben: A = 116 cm?
Y = 78,5 kN/m
G = 13, x2 kN = 13,
kN (z.B. für x2 5: G = 13,5 kN)
Gesucht: L [in m]
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