How to calculate cutting length of spiral stirrups,Cutting length of helical stirrups,helical stirrup used in round pile and column and in this topic we know about how to calculate cutting length of spiral stirrups. Another word stirrups is also known as ring or shear reinforcement.
It is closed loop of reinforcements used to hold the main reinforcement in RCC structure like column and beam. The spiral shape helical Ring used in column provide lateral support to the the main bar against buckling it is used at proper interval to beam and column to prevent them from buckling.
Also they protect RCC structure from collapsing during seismic activity like earthquake. It is used to resist lateral shear stress and diagonal tension stress in RCC structure and provide stability to the reinforcement of Steel bar.let us discuss about how to calculate cutting length of spiral stirrups.
Cutting length of spiral stirrups
It is total length of spiral shape closed ring having helical structure used in round pile and column. suppose we have given following
Round column top diameter= 600 mm
Round column bottom dia = 600 mm
Helical stirrup height = 4000 mm
Clear cover = 40 mm
Pitch or spacing = 200 mm
Now calculate cutting length of spiral stirrup
Diameter of stirrup = 600mm_ (2 cover)
Diameter of stirrup = 600_2×40 mm
Diameter of stirrup = 520 mm
Cutting length = n √ (c)^2+(s)^2
n = no. of turns
C = circumference of stirrup
S = spacing
n = no. of turns = height/spacing
n = 4000/200 =20
C= π D = 3.14×520 =1632.8 mm
Spacing = 200 mm
Putting all the value in given formula
Cutting length = n √ (c)^2+(s)^2
CL = 20 √ 1633^2+200^2
CL = 20 √ 2706036
CL = 20×1645 mm = 32900 mm
Cutting length = 32.9 meter
Weight of helical stirrups= 8×8×32.9/162
Weight = 13 kg
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I was wondering if maybe you could help me ?
I have a rectangular area of 170cm x 540cm and I would like to fill it with tubing of diameter 16cm. I need to calculate the approximate Max length of tubing I need to buy if I am going to fill the maximum area. I assume the best thing would to wind the tubing around in an elongated spiral fashion. Can you help me ?