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Wednesday, July 26, 2017

How to Estimate the Quantity of Sand and Cement Required for Moulding Blocks

In Nigeria, 9 inches hollow block (450mm x 225mm x 225mm) is normally employed for the construction of block work of buildings exceeding one storey. The length of the block is 450mm, the height is 225mm, and the width is 225mm. Contractors and builders are often faced with the challenge
of either buying blocks for construction or moulding it on their own. When the conditions are right, builders will prefer to mould their own blocks, especially for the purpose of controlling the quality of the blocks moulded, and to ease the cost of transportation.

Let us assume that you have decided to mould your own blocks, and you have been faced with the challenge of estimating the quantity of cement and sand to purchase that will satisfy the construction requirement. This post (which is merely informative and not normative) will give you a guide on how to make such estimate. I am going to work it through steps, so that you will be able to make calculations just in case you are using any other size of block.

Initial data
Number of blocks required = 3000 pieces
Recommended production = 1 bag of cement to produce 35 blocks

Step 1: Calculate the volume of the block

For the block size shown above;
Volume of  block without holes = (0.45 × 0.225 × 0.225) = 0.02278125 m3
Volume of holes = 2(0.225 × 0.125 × 0.15) = 0.0084375 m3
Therefore volume of the block = 0.02278 - 0.0084375 = 0.0143 m3

Step 2: Calculate the volume of the 35 blocks
If the volume of 1 block is 0.0143, the volume of 35 blocks = (0.0143 × 35) = 0.502 m3
Step 3: Calculate the volume sand required for the 35 blocks
The volume of 1 bag of cement is 34.72 litres = 0.03472m3.
This is obtained by knowing that the mass of 1 bag of cement = 50kg, and the density = 1440 kg/m3

The volume of a standard builder’s wheel barrow is 0.065 m3 (unheaped). We assume that approximately 2 bags of cement will fill one builder's wheel barrow.

Now, we can estimate the number of wheel barrow trips of sand that the moulder should provide in order to make 35 blocks from one bag of cement.

Total volume of 35 blocks required = 0.502 m3

Let the number of wheel barrow trips of sand be x

Hence, (volume of 1 bag of cement) + (Total volume of sand) = Volume of 35 blocks
Hence, 0.03472 + x(0.065) = 0.502m3
On solving, x = 7.1889 unheaped wheelbarrow trips of sand
The volume of sand required to make 35 blocks = 7.1889 × 0.065 = 0.46728 m3

Step 4: Calculate the total volume of materials required
We can therefore estimate the quantity of materials to be purchased;

If 1 bag of cement is needed for 35 blocks, therefore 86 bags of cement is needed to mould 3000 blocks (gotten by 3000/35)

If 0.46728 m3 of sand is required to make 35 blocks, therefore, 41 m3 of sand (about 67.60 tonnes assuming density of dry sand = 1600 kg/m3) is needed to make 3000 blocks.

For a 5 tonne tipper of 3.8 m3 capacity, we have to order for 11 trips of sharp sand.

You have to be very sure of the size of the tipper that will be delivering the sand to you in order to make your estimates more reasonable. On the other hand, you can make the considerations for variations between the weight of materials when wet and when dry. However, this will never be critical for block moulding based on experience. But in concrete it can be very considerable.

Therefore summarily, we need 86 bags of cement and 11 trips of sand to mould about 3000 pieces of 9 inches  blocks with holes  (for 1 bag = 35 blocks).

Thank you for reading, and God bless.

How to calculate the number of blocks required for the construction of a 3 bedroom flat

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  1. kindly help with the section for 150 mm block .. Nice analysis I commend your simplicity

  2. I expected to thank you for this extraordinary read. I positively getting a charge out of every single bit of it I have you bookmarked to take a gander at new stuff you post. Iron Castings

  3. Very nice and simile accurate analysis. Thank you very much.

  4. Please whats the total cost for 3 bed, 2bed and 1 bed building?