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2 -How to Calculate Dead & Live Loads on a Steel Truss | STAAD.Pro Tutorial Part 2
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yesterday
In this video, learn how to calculate dead loads and live loads on a steel truss structure using STAAD.Pro. A clear and practical explanation ideal for civil engineering students and structural designers.
#STAADPro #LoadCalculation #SteelTruss #DeadLoad #LiveLoad #CivilEngineering
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00:00
so now in the further lectures we shall like we already you know added the properties here so now
00:05
we shall try to assign the properties here so what we can do is that as i had discussed that
00:11
usually the outer periphery the outer periphery of the truss section that is usually the uh what
00:17
we can see as a double angle sections so uh what we can do is that we can just press control key
00:24
option on a keyboard and then click all the members here so that all the multiple members
00:30
can be selected here so we can like select all of these members like this here and then this member
00:38
also and this we can assign as a 75 by uh 75 by 8 and double angle uh just a minute this should be
00:48
75 by 75 by 8 long like back to back double angle yeah now it is okay 75 by 75 by 8 long like back
00:57
to back double angle uh the system has crashed so that is why you maybe have seen the difference
01:03
between the standard and legacy so in both the options like the member sizes are almost same
01:08
and that the properties are same so i have added this as a legacy but you can as a discussion
01:15
the earlier lecture you can add that from the uh like uh standard option also that is standard database
01:22
and after that we can uh these members are the one that carries the maximum tension or compression
01:28
depending on the loading uh transfer so this we can assign it as 75 by 75 by 8 and further members like
01:34
the vertical members they carry the minimum and most of them are like uh if we can say redundant members
01:39
only uh they don't carry much of we can say the forces so this we can assign it as the minimum section
01:47
that is 50 by 50 by 8 and the missing members here uh this we have assigned 75 by 75 by 8.
01:55
the remaining members what we can do is that instead of 100 by 100 by 8 we can select 65 by 65 by 8 also
02:02
so this we can change it to 65 by 65 by 8 and this we can like click the members here like this
02:16
and this we can assign it to yes so we can like go to a missing property and missing property so here we
02:22
can see that all the members have been assigned the properties so geometry is done that is closed
02:29
property section is also done they are also assigned after that we can go to the materials material here
02:34
it has been selected as the steel section and the value of the yield strength and tensile strength that
02:40
we can enter it in the when we are entering the design parameters here after that the important
02:45
parameter is the specification now the thing is that if you have selected here if you can open the
02:52
start editor option here the command that we can see here is that it has been selected as a space
03:00
now the first you know uh discussion that i want to do here is that we first of all let us just select
03:06
the start trust option here so in the trust option we don't need to do any kind of specification in the
03:15
next trial we shall run it as a space uh option and then we can assign the specification
03:21
but as i said in the earlier lecture we shall be going with the ideal uh truss system second option
03:29
is a like the fifth option is a support option so here we can click on the create here we can see
03:36
different kinds of options that is foundation and inclined tension compression you don't need to
03:40
like worry about if you have just started using the start it is very easy the fixture is the one which
03:46
you have read in your college that the fixed support pinned support is the one that can only you know
03:52
take the horizontal reaction and vertical reaction it cannot take any kind of bending moment fixed
03:58
support is the one that can take the axial load vertical load and bending moment also fixed but is the
04:04
one in which we can you know uh assign the type of the supporting system let us say our system
04:12
cannot take any kind of bending moment and cannot take the horizontal forces also it can only take fy so
04:18
in the terms of the we can say undergraduate studies which are in the terms of structural analysis language
04:24
it shall be a roller support so we can left click on add here second option we can just go to pinned
04:31
and then left click on add here so this support we can assign it as a pinned support this support we
04:39
can assign it as a what we can see as a roller support now one is pinned and the second one is the we can
04:47
say uh a fixed but option and in the term form of we can say in the language of the start but as uh we can
04:55
say roller support in the language of the structural analysis so now the supporting conditions are also
05:00
like done the last option is the load cases details now that is an important parameter now you know there are
05:09
different approaches uh to assign the loading to the trust option and like some of them what they do is
05:21
that they do calculate the individual loading as a node node load on each and every node that is like
05:28
quite time consuming and that does not give much difference in the results so before that let us just
05:34
you know do the basic steps we can select the loading type here as dead then here we can select it as a
05:41
dead load after that we can go to the live here we can add as a live load
05:49
then we can select here as a wind so here we can select it as a wlx and you know this kind of structure
05:59
does not go on in the seismic loading they always go on in the we can say dead load live load
06:04
combination of the gravity loads or we can say snow loads if this particular process in the himalayan
06:10
region or most of the times it too governs in the case of the wind loading only so we can click on
06:17
dead load here we can click on the self-adoption here we can enter minus 1.1 and then left click on add
06:24
here so we can left click on assign to view and yes now uh if you want to assign the loading of the
06:32
sheeting here so to assign the loading of the sheeting we can you know just uh go to the member load
06:39
option here and here we can select the gy that is the load shall be assigned to the gravity or we can
06:44
say the global y direction now if you want to calculate this particular value of the we can say
06:51
uh uh the dead loading of the sheeting and the dead loading of the purlins how we can calculate that
06:58
that we shall just check so now what we shall uh you know the problem under discussion is that we do
07:04
need to calculate the dead load now the dead load shall be the weight of the purlins that shall be
07:10
resting on this particular we can say trust member the second uh dead loading shall be the weight of
07:16
the sheeting now this sheeting is like uh of various types uh if you are talking about the india
07:24
in the good projects or in the projects where the quality is very important they use galvalium sheeting
07:31
uh galvalium is basically made of two words galvanized and aluminium and the thickness of this
07:38
particular sheeting it is usually 0.5 and the language that is used is either bmt or tct
07:46
so bmt is a base metal thickness and tct is the total coated thickness let me just write it here
07:51
so this sheeting usually looks something like this the one that you must have seen in the we can say
08:06
metro buildings also and uh like in the uh common uh language of india it is also known as metro
08:13
sheeting by some fabricators so next time you know you're on a job and someone says metro sheeting this
08:19
is the sheet that they are referring to that is galvalium sheeting and the thing here is that uh the
08:25
this particular sheeting thickness is usually 0.5 mm and 0.5 mm is usually the total thickness
08:34
including the coating so if you're talking about the base metal thickness it is usually in the range of
08:39
0.42 or 0.4 and after coating it becomes 0.5 so 0.5 is usually the total coated thickness in majority of the
08:47
cases and the sheeting weight is usually 5 kg per meter square second aspect that we do need to you
08:57
know calculate is the weight of the purlins now again the weight of the purlins that depends on this
09:02
particular center to center spacing so in our case we have taken as approximately 1.45 or we can take it
09:11
as 1.5 meter also so usually you know the weight of the sheeting and purlins so sheeting as we have
09:18
discussed is approximately in the range of 5 kg per meter square and the purlins weight that comes out
09:25
to be approximately 15 kg per meter square that is the weight of the purlins when we are dividing it by
09:30
the we can say contributory area uh let us say this is the purlins and contributory area is let us say we can
09:37
say 0.75 meter on the left 0.75 meter on the right with that usually uh the purlins weight comes out to
09:44
be 15 kg per meter square so the total weight comes out to be 20 kg per meter square which when multiplied
09:51
with 6 meter that is center to center span that gives us approximately we can say 1.2 kilonewton per
09:58
running meter so that udn we do need to apply on the top of the truss the live load as per the code that
10:07
is approximately we can say 75 kg per meter square which when again multiplied with the contributory
10:13
we can say the center to center spacing of the two trusses that gives us approximately we can say 4.5
10:20
kilonewton per running meter see basically 1 kilonewton is we can say 1000 newton or we can say 100 kg
10:30
i'm not taking 9.8 i'm just rounding these numbers off so uh if you know uh you're talking about 100
10:38
uh sorry here we are talking about 16 to uh 20 that is 120 so 120 kg is approximately we can say 1.2 kilonewton
10:50
as it is a udn so we are applying per meter similarly here also we are talking about 16 to 75 that is 450 kg
10:58
so 450 kg is 4.5 kilonewton which one again you know we are taking as it has a udl so the number
11:03
conservative 4.5 kn per running meter so we have to apply 1.2 kn per running meter and 4.5 kn per
11:10
running meter for dead load and live load respectively so here we can apply minus 1.2 that has to be
11:16
applied in in the direction of the gravity and live load also that also we can take you know for member
11:23
load load and here also we can apply minus 4.5 kn per running meter this you must have noticed that
11:29
i had applied self weight as minus 1.1 usually in the structural steel design we have to take the 10
11:34
percent as the weight for the structural steel connections so we can you know select all of
11:41
these members here on the top we can select all of these members here assigned to selected beams and
11:51
yes so we have applied the weight of the sheeting and purlin in the form of udl on the top and 4.5
11:58
also this also again we can apply here so we can press shift plus v option on a keyboard to check the
12:05
like values of the udl that we have applied and for the values of the wind load wind load usually
12:10
either it can be in the form of suction that is acting away from the structure or it can be in the
12:16
form of pressure that is acting uh towards the structure structure means that uh this part the
12:23
one that is below this particular truss let us say this is the warehouse the one that i am drawing an
12:29
imaginary rectangle here so either it can be in the form of we can say uh we can say pressure or suction
12:37
so this we shall you know calculate that in the next lecture
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