Ihab Saad – Hydraulic Excavators

Ihab Saad
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AI: Summary ©

The use of hydraulic excavators for various construction projects, including construction equipment, has been discussed. The factors affecting the production rate include weight, load factor, and pressure, as well as the use of a hydraulic casting machine and Trenching booms. The machine can dig deeper deeper deeper into deeper deeper soil and improve productivity. The importance of proper tool use and proper construction equipment use is emphasized.

AI: Summary ©

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			Welcome to another lecture in
construction equipment, and today
		
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			we're going to talk about
hydraulic excavators. We're going
		
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			to start talking about different
types of equipment, their
		
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			production rates, their cycle
times, etc. We're going to have a
		
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			few ideas about what are these
equipment used for and how to
		
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			maximize the efficiency of their
use. So the first piece of
		
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			equipment that we're going to
start talking about is a set of
		
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			types of equipment called
hydraulic excavators, used
		
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			primarily for excavation.
		
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			So what are they? They're an
excavator is a power driven
		
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			digging machine, so the primary
use is to dig or to excavate.
		
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			Major types include hydraulic
excavators, shovels, drag lines,
		
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			hose or back hose and clam shells.
All of these are considered under
		
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			one major group of equipment
called hydraulic excavators, A
		
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			is other equipment, such as
dozers, loaders and scrapers may
		
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			also use, be used as excavators,
although that's not the primary
		
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			use of these equipment. So if we
do not have any of the first type
		
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			or first group, backhoes, shovels,
clamshells, drag lights and so on.
		
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			To a certain extent, we can use
the bulldozers or the loaders or
		
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			the scrapers in an A sub optimal
use, just to excavate, although
		
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			that's not their primary use, as I
just mentioned.
		
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			So here are some samples. Here we
have a drag line.
		
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			This is a backhoe.
		
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			And this is a clamshell, as you
can see, all of them are used for
		
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			excavation for different types of
soils, for different types of
		
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			projects.
		
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			Now we start, we need to start
talking about the production of
		
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			the excavator. How can we measure
its production? The production of
		
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			an excavator can be simply
calculated from the equation,
		
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			production per hour is equal to
volume per cycle times cycles per
		
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			hour. So depending on the volume
that you can achieve per cycle,
		
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			whether it's on the bucket or the
drag line or the clamshell, its
		
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			capacity times, how many cycles
per hour? How many repetitive
		
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			cycles can we achieve per hour?
		
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			The volume per cycle depends on
the rated bucket capacity and the
		
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			bucket fill factor. So there are
two major elements here. Rated
		
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			bucket capacity, which is the size
of the bucket and the bucket fill
		
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			factor, how far can you fill it?
		
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			And here we have a couple of
tables that show, for different
		
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			types of machines, what would be
the rated bucket capacity, and for
		
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			different types of materials, what
would be the bucket fill factor.
		
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			So for example, for a backhoe or
shovel, that's cable,
		
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			the rated bucket capacity is the
struck volume. So if the bucket
		
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			size is, let's say, two cubic
yards, the struck volume means
		
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			that there's no heap just at the
surface of the bucket. That's the
		
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			maximum capacity. And if it's a
hydraulic backhoe or shovel, then
		
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			the heaped volume at a one to one
angle of repose. So there's going
		
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			to be a heap on top of the rated
capacity of the bucket, plus that,
		
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			that heap, which is going to be
something like a cone or a
		
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			pyramid, at that angle of slope of
one to one, which is the angle
		
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			where the soil can support itself
without without any additional
		
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			support. For clam shells, it's
going to be the plate line, or
		
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			water line volume for the drag
line, 90%
		
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			of the struck volume, and we're
going to see why. Because once you
		
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			drag that bucket and you start
lifting it, some soil is going to
		
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			fall down. So that amount for
about 10% of the volume of the
		
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			bucket. And for a loader, which is
a front loader, not a backhoe,
		
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			front loader lifts from the front,
is going to be a heap volume at
		
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			two to one angle of repose. So
with the hydraulic backhoe, is
		
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			going to be one to one angle of
repose. With the loader, it's
		
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			going to be two to one angle of
repose. Now, based on the material
		
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			itself that we're going to carry
inside that bucket,
		
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			the more the finer the grain of
that material, the more volume we
		
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			can carry. Of course, the coarser
the grain, the less volume. So we
		
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			can see here, for example,
		
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			for common earth or loan with very
fine particles, the bucket fill
		
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			factor is going to be anywhere
between point eight to 1.1
		
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			the capacity or the size of that
bucket for sand or gravel is going
		
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			to be anywhere between point nine
and one for hard clay, point six,
		
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			five to point nine, five is.
		
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			For wet clay. Point five, 2.9
		
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			for rock that's well blasted.
Point seven, 2.9
		
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			for rock that's poorly blasted is
going to be much less than that.
		
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			Point four, 2.7 because of the
angular shape of these rock parts
		
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			or parts of rock, and the amount
of air that's going to be in
		
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			between, because they're not going
to be interlocking together in an
		
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			efficient way.
		
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			So let's look at an example. Here
estimate the hourly production of
		
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			a loader with a bucket heaped
capacity of five cubic yards. The
		
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			soil is sand, and the load factor,
which is to convert from loose to
		
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			bank volume that's going to take
care of the swell, is point eight.
		
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			The Cycle Time for the loader is
one minute and 30 seconds, which
		
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			is basically 90 seconds. And the
job efficiency is 80% which means
		
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			out of every hour we can use 80%
which is 48 minutes.
		
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			So to solve this problem, we need
to get the number of cycles per
		
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			hour times the bucket capacity.
		
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			The bucket load is going to be
equal to the fill factor times the
		
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			bucket heat capacity, which is
point nine times 4.5 here we have
		
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			we're going to look at the table
that's going to give us that point
		
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			nine and the bucket heat capacity
was five cubic yards, and that's
		
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			going to be in loose cubic yards.
Then to convert from loose cubic
		
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			yards to bank cubic yards, we
multiply by the load factor. So
		
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			4.5 lose cubic yards times point
eight gives us 3.6 bank cubic
		
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			yards. So the capacity per cycle
is 3.6 bank cubic yards. The next
		
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			part is, how many cycles can we
have per hour? Number of cycles
		
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			per hour is 60 minutes divided by
the cycle time in minutes, but we
		
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			were given the cycle times in
minutes, in seconds, which is 90
		
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			seconds, or in minutes, which is
1.5 minutes. So 60 divided by 1.5
		
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			gives 40 cycles per hour. However,
that's assuming that we're working
		
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			60 minutes per hour. We know that
we're not going to be working 60
		
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			minutes per hour, but only 48 so
we have to multiply by the
		
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			efficiency, which is point eight,
and that gives us a total of 115.2
		
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			bank cubic yards per hour. Now
remember that this point nine came
		
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			from
		
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			a table like this. We were looking
at Sand and Gravel. It's anywhere
		
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			between point nine and 1.0
		
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			and here we are told that,
		
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			what type of soil do we have? The
soil is sand, so that's why we use
		
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			the point nine.
		
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			Okay, so here's the the table that
we used, which is the point nine
		
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			to get that point nine here at the
top. So the total production per
		
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			hour is going to be 115 bank cubic
yards per hour. If the question
		
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			was to calculate that hourly
production in loose cubic yards.
		
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			We wouldn't have to multiply by
the load factor in this case, so
		
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			it's going to be 4.5
		
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			loose cubic yards instead of 3.6
		
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			times 40 cycles, times point
eight. And that would give a
		
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			different number that's going to
be in loose cubic yards per hour.
		
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			So always make sure what the
question is asking about. Is it
		
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			asking about bank cubic yards or
loose cubic yards
		
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			for the hydraulic excavators,
also, we have something called a
		
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			hydraulic hoe or hydraulic
excavator backhoe, depending on
		
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			whether the bucket is lifting
forward, or is it lifting
		
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			backward?
		
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			It digs by pulling the dipper back
towards the machine. If it's a
		
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			backhoe,
		
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			when the dipper is filled, it's
curled, curled up to reduce the
		
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			spillage so that it can maintain
the maximum volume of soil inside
		
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			that bucket. And here's the
example. This is the dipper or the
		
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			bucket. So you extend the arm you
dig, and then you drag the arm
		
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			backwards and lift the bucket to
maintain the soil in the bucket.
		
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			This, of course, is hydraulically
driven. So all of these are
		
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			hydraulic pumps
		
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			or cylinders. So
		
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			what is it used for? It's used for
trenching work, if you want to dig
		
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			a trench, and the best production
is going to be if the trench has
		
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			the same width as the width of the
bucket itself. It can also lay
		
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			pipes, pull trench shields or
sheet piles and backfill.
		
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			The Trench by placing the soil
back after laying the pipes,
		
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			the dipping width of the bucket
should match the trench width to
		
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			maximize the production.
		
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			We can also have telescoping
booms, which are going to replace
		
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			the articulated booms. In the
previous picture, we had an
		
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			articulated boom. But you can also
have telescoping booms that can
		
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			extend hydraulically as well.
		
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			The production rate for that
excavator is going to be the
		
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			generic equation is going to be
production in loose cubic yards
		
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			per hour. Notice now, now that
this is in loose cubic yards per
		
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			hour is equal to C times s times
v, times b, times E. Let's learn
		
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			about each one of these symbols.
		
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			C is the number of cycles per
hour. Basically, the production is
		
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			going to be volume per cycle times
number of cycles per hour. This is
		
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			the in a nutshell, how we
calculate the production. But what
		
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			are the details? Now the C is the
number of cycles per hour.
		
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			S is the swing depth factor. We're
going to see that in a table in
		
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			just a second. V is the heat
bucket volume. B is the bucket
		
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			fill factor, which would vary from
one type of soil to another. And E
		
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			is the job efficiency. How many
minutes can we work per hour? If
		
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			that efficiency is 80% then it's
48 minutes. If it's 75% that is 45
		
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			minutes and so on. How do we get
the number of minutes by
		
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			multiplying that factor times 60.
So 80% is 80 times 60, which gives
		
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			48 minutes. 75% 75.75
		
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			times 60, which gives the 45
minutes.
		
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			So the effect of job conditions.
Now this is something that you as
		
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			a project manager can control on
site to improve the production
		
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			rate of that equipment. So we have
different job conditions, varying
		
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			from accident to severe, which is
extremely poor, depending on the
		
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			backhoe bucket side size, we can
estimate the cycle time.
		
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			So under excellent conditions,
let's say we have a two cubic yard
		
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			bucket. The two cubic yards going
to be somewhere in between these
		
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			two. So under excellent
conditions, the cycle time is
		
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			going to be anywhere between 15 to
16 seconds. So 15 and a half would
		
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			be fine. 15 would be fine. 16
would be fine. Above Average,
		
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			which is not excellent. A little
bit longer it's going to take 17
		
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			instead of 15 seconds, severe,
that's the worst type of
		
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			conditions. Is going to take 25
seconds instead of 15 Now imagine
		
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			if every cycle is extended by 10
seconds. That means that you're
		
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			going to have a total reduced
number of cycles per hour, which
		
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			is going to reduce the total
production rate. Here is an
		
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			example of what do we mean by
excellent and and so on. So
		
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			excellent conditions are
characterized as easy digging,
		
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			unpacked Earth, including sand
ditch cleaning, etc, some loose
		
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			soil digging to less than 40% of
the machines maximum digging
		
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			depth. So again, you're not going
to extend the boom to the ex to
		
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			the maximum swing angles less than
30% when you swing the piece of
		
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			equipment to dump the soil into a
truck or somewhere else,
		
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			dump into a soil spoiled pile, so
not into a truck, for example,
		
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			because if you're dumping into a
truck, you have To adjust to make
		
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			sure that your your topic exactly
in the in a proper location. But
		
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			if you're dumping into spoiled
pile, you have more latitude, no
		
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			obstruction, so there's no fence,
and you can see clearly the area
		
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			where you're going to be dumping.
The soil that would be excellent
		
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			conditions. With any change of
these conditions, it's going to
		
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			reduce the the the efficiency and
increase the cycle time above
		
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			average. Conditions are
characterized as medium digging.
		
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			Here it was easy. Now it's medium,
packed Earth, dry clay, soiled
		
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			with less than 25% truck content.
The depth also, instead of being
		
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			only 40% of the maximum being
depth. Now it's 50, up to 50% of
		
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			the maximum big depth.
		
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			The angle the swing ended here was
only 30% here it has increased to
		
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			60%
		
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			large dump target and a few
obstructions. So that's going to
		
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			increase the cycle time and reduce
production rate and so on. You can
		
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			see, with the average, we're gonna
have hard packed soil that 70% is
		
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			instead of 50 swing angle 90
degrees, instead of 30 or 60 and
		
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			so on, under severe conditions
characterized as tough digging,
		
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			sandstone, shale, limestone, hard
thrust, depth over 90%
		
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			Is going to affect the cycle time
with a factor so if the angle of
		
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			swing,
		
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			and if the optimum depth is 40%
		
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			of the maximum, and the swing
angle is 90 degrees, then that's
		
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			going to have a factor of point
eight. It's going to reduce your
		
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			production rate by a factor of
point eight. If the angle is is 45
		
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			degrees, the reduction is going to
be only 7% this is a reduction of
		
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			20% this is only 7%
		
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			if the maximum depth,
		
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			if the optimum depth, is 160%
		
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			as you can see, we're going to
have here
		
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			different production rates
		
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			on the job conditions, which is,
which is, again, something that
		
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			you can control, like, for
example, cleaning the site, having
		
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			no obstacles, having a clear line
of sight or line of view for the
		
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			operator, having the equipment
close to the to to your Excavator
		
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			or your your shovel, so that to
minimize any travel time. So if
		
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			it's excellent, you get point
eight, 4%
		
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			if it's poor, you get point seven,
2%
		
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			and so on. So these are the job
conditions, and these are the
		
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			management conditions. The
management conditions, again,
		
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			these are, these are something
that you can control as a project
		
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			manager. Let's
		
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			look at an example again. To make
things much clearer, a contractor
		
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			has a project to excavate an
apartment complex and must
		
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			construct a three foot compacted
fill to support a parking garage.
		
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			The borrow site where you're going
to get your soil is three miles
		
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			from the construction site.
		
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			A 10 cubic yard dump truck will be
used, and 10 cubic yard dump
		
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			trucks will be used to haul the
needed fill.
		
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			A two cubic yard shovel would be
used to load the dump trucks. So
		
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			how many cycles is it going to
take for the shovel to fill the
		
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			truck. This is two cubic yards.
This is 10 cubic yards. We're
		
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			talking about five cycles to fill
one truck.
		
00:22:08 --> 00:22:13
			The material is tough, dry clay
with a swell of 35%
		
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			the height of the cut at the
bottom side is 11.6 feet, and the
		
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			angle of swing of the shovel is
150 degrees. That's quite large.
		
00:22:25 --> 00:22:28
			Estimate the ideal production
using the table and estimate the
		
00:22:28 --> 00:22:33
			actual production for good job and
management conditions. The optimum
		
00:22:33 --> 00:22:38
			digging depth of the soil of the
shovel is 9.8 feet. Optimum
		
00:22:38 --> 00:22:44
			digging depth is 9.8 feet, and the
actual depth of cut is going to be
		
00:22:44 --> 00:22:46
			11.6 feet.
		
00:22:49 --> 00:22:52
			So the ideal production from the
table is 265,
		
00:22:53 --> 00:22:55
			band cubic yards per hour.
		
00:22:56 --> 00:22:58
			Let's see. Look at that table.
		
00:23:01 --> 00:23:07
			So we have two cubic yards bucket
and we have tough clay. Therefore
		
00:23:08 --> 00:23:11
			the ideal production rate is going
to be 265
		
00:23:12 --> 00:23:14
			bank cubic yards per hour.
		
00:23:15 --> 00:23:16
			The fill factor
		
00:23:18 --> 00:23:23
			is for that tough clay, as we have
seen before, in the table, is 1.05
		
00:23:24 --> 00:23:25
			that's an average
		
00:23:27 --> 00:23:29
			the cycle time for
		
00:23:30 --> 00:23:31
			the
		
00:23:32 --> 00:23:39
			average job conditions for two
cubic yards, which is going to be
		
00:23:39 --> 00:23:41
			somewhere between one to two and
two to three. We're going to take
		
00:23:41 --> 00:23:45
			the average of the two. So between
20 seconds and 22 seconds, we
		
00:23:45 --> 00:23:49
			selected 21 seconds, which is
average. Therefore the production
		
00:23:49 --> 00:23:53
			is going to be equal to the bucket
capacity times the field factor
		
00:23:55 --> 00:24:00
			divided by the ideal cycle time.
The Bucket capacity two cubic
		
00:24:00 --> 00:24:04
			yards, the feed factor 1.05
depending on the type of soil,
		
00:24:05 --> 00:24:12
			and divided by the cycle time,
which is 21 seconds that we
		
00:24:12 --> 00:24:13
			obtained from here.
		
00:24:14 --> 00:24:22
			And we basically 21 divided by 33
3600 to convert from seconds to
		
00:24:22 --> 00:24:25
			hours. So we put the 3600 above
here,
		
00:24:27 --> 00:24:29
			divided also by the
		
00:24:30 --> 00:24:36
			load factor to convert from loose
to bank cubic yards, based on the
		
00:24:37 --> 00:24:48
			swell factor that we already had,
which is 35% so the percent of
		
00:24:48 --> 00:24:54
			optimum depth for this excavating
operation is now we have the
		
00:24:54 --> 00:24:59
			optimum is 9.8 the actual is 11.8
so that's equivalent to 120% of
		
00:24:59 --> 00:24:59
			the optimum.
		
00:30:01 --> 00:30:04
			Are capable of digging at higher
depth. So you can,
		
00:30:06 --> 00:30:10
			you can descend it into a well,
for example, or a shaft, and you
		
00:30:10 --> 00:30:12
			can grab the soil and lift it
vertically.
		
00:30:15 --> 00:30:19
			It lacks positive digging action
and lateral control of the shovel
		
00:30:19 --> 00:30:23
			or backhoe. So the backhoe and the
shovel are much better for lateral
		
00:30:23 --> 00:30:27
			control and positive digging
action, which means hitting with a
		
00:30:27 --> 00:30:32
			certain force. This relies
primarily on the weight of the
		
00:30:32 --> 00:30:33
			clamshell itself,
		
00:30:35 --> 00:30:40
			used for excavating vertical
shafts and footings. So again,
		
00:30:40 --> 00:30:45
			same machine as we had with the
drag line. The only difference
		
00:30:45 --> 00:30:48
			here is that we're going to drop
this vertically, which is the clam
		
00:30:48 --> 00:30:52
			shell, and it's going to grab the
soil. You're going to lift it,
		
00:30:52 --> 00:30:55
			turn and dump it wherever you need
to.
		
00:30:58 --> 00:31:02
			And that's, again, is a magnified
view of the clamshell itself.
		
00:31:05 --> 00:31:07
			Here it shows that it can
		
00:31:08 --> 00:31:12
			dig, especially in marine
conditions and in wet conditions,
		
00:31:12 --> 00:31:14
			a clamshell would be a very good
		
00:31:15 --> 00:31:16
			machine to use.
		
00:31:19 --> 00:31:22
			Production is based on the
equation, again, same generic
		
00:31:22 --> 00:31:25
			equation, volume per cycle, time,
cycles per hour.
		
00:31:26 --> 00:31:31
			The maximum load should be limited
to 80% of safe lifting capacity
		
00:31:32 --> 00:31:36
			for rubber tired equipment and 90%
for crawler mounted equipment.
		
00:31:36 --> 00:31:39
			Just because of issues of
stability of the equipment itself,
		
00:31:39 --> 00:31:41
			we don't want it to again, tip
over.
		
00:31:45 --> 00:31:48
			Other factors to improve the
production rate for the clam shell
		
00:31:48 --> 00:31:53
			include having the dumping radius
same as the digging radius. So
		
00:31:53 --> 00:31:57
			again, you're not going to move
the clamshell along the boom.
		
00:31:57 --> 00:32:03
			You're gonna lift the soil, turn
and dump the soil in a truck or a
		
00:32:03 --> 00:32:08
			soil pile, kicking, keeping the
machine level to avoid swinging
		
00:32:08 --> 00:32:12
			uphill or downhill, which is going
to affect issues of stability and
		
00:32:12 --> 00:32:14
			issues of production rate as well.
		
00:32:16 --> 00:32:21
			So based on the angle of swing, as
you can see, if it's a 90 degree,
		
00:32:21 --> 00:32:22
			that's going to give you the
optimum
		
00:32:24 --> 00:32:28
			swing. If it's less than that,
it's going to increase the
		
00:32:28 --> 00:32:32
			production rate because of a
shorter swing cycle.
		
00:32:36 --> 00:32:40
			And again, similar to what we have
seen before, depending on
		
00:32:41 --> 00:32:44
			the ideal production rate is going
to depend on the bucket size and
		
00:32:44 --> 00:32:46
			the type of soil that you are
digging.
		
00:32:50 --> 00:32:53
			So let's look at an example one
more time, a contractor has
		
00:32:53 --> 00:32:57
			decided to use a two cubic yard
clamshell mounted on a crawler
		
00:32:57 --> 00:33:01
			crane to excavate for the
foundations of three concrete
		
00:33:01 --> 00:33:06
			piers for a highway bridge. The
excavated material will be dumped
		
00:33:06 --> 00:33:10
			in stockpiles for later use in
backfilling. The material is
		
00:33:10 --> 00:33:14
			common earth, and the average
angle of swing is 120, degrees.
		
00:33:15 --> 00:33:19
			Job and management conditions are
good. What's the estimated
		
00:33:19 --> 00:33:23
			productivity of the clamshell in
bank cubic yards per hour.
		
00:33:26 --> 00:33:30
			So the estimated ideal
productivity for a two cubic yard,
		
00:33:31 --> 00:33:35
			two cubic yard for Common Earth is
160
		
00:33:37 --> 00:33:38
			bank cubic yards per hour.
		
00:33:40 --> 00:33:45
			The angle of swing for is 120
degrees. So the correction factor
		
00:33:45 --> 00:33:48
			for the angle of swing is point
nine, one,
		
00:33:50 --> 00:33:55
			and the good job and management
conditions from the previous
		
00:33:55 --> 00:33:59
			tables is point seven, five.
Therefore the production rate is
		
00:33:59 --> 00:34:03
			going to be 160 band cubic yards
per hour times point nine, one
		
00:34:04 --> 00:34:09
			times point seven, five, and that
gives 109 bank cubic yards per
		
00:34:09 --> 00:34:09
			hour.
		
00:34:14 --> 00:34:15
			So
		
00:34:16 --> 00:34:19
			in this lecture, we have learned
about what are the different types
		
00:34:19 --> 00:34:19
			of
		
00:34:21 --> 00:34:25
			excavation equipment, earth moving
equipment for excavation,
		
00:34:25 --> 00:34:29
			primarily, we talked about the
shovel, the backhoe, the dragline
		
00:34:29 --> 00:34:32
			and the clamshell. We looked at
the different factors affecting
		
00:34:32 --> 00:34:35
			their production rate, and how
many of these factors can be
		
00:34:35 --> 00:34:39
			controlled by the project manager,
by improving the site layout and
		
00:34:39 --> 00:34:42
			improving the location of the
equipment and the dumping
		
00:34:42 --> 00:34:46
			equipment and so on and so forth.
So all of this is within your
		
00:34:46 --> 00:34:46
			control,
		
00:34:48 --> 00:34:51
			and I'll be glad to answer any
questions related to that in
		
00:34:51 --> 00:34:56
			class. Well, thank you and see you
next time in another lecture. You.