BrickWork Calculation | Types of Bricks | Bricks in Construction

Introduction:-

Brick is most commonly used building material and used for constructing walls, roofs, paving floors, etc. The term brick is referred as a rectangular unit composed of clay. Bricks are available in different classes and sizes. The sizes of brick may vary according to the region. To know about Brickwork calculation learn some basic info on Bricks.

In this post you are going to learn

  • Classification & composition of bricks
  • How to calculate quantity of bricks at any given area.
  • How to calculate Cement, Sand or mortar required for brickwork.
  • RCC bed deductions in brickwork calculation
  • Brickwork calculation formula & many other frequently asked questions about brickwork on google.
  • Brick work calculator to find quantity of cement, sand or masonry required for brickwork with user defined values.

Classification of Bricks:-

Bricks are usually classified into two types:-
Fired brick and Non fired brick. and they are further Classified into three classes based on the quality of brick. “First Class, Second Class and third class bricks.”

Composition of brick:-

Alumina:- A good class brick consists of 20-30% of Alumina. Excess of Alumina in clay makes the brick crack and wrap on drying.

Silica:- In general, bricks are made with 50-60% of Silica in it. Excess of Silica in brick makes the brick to brittle.

Lime:- Brick consists of 0.8-2% of Lime in it. Excess of lime in brick may cause to melt and distort during burning.

Other constituents:- Magnesia, Sodium, potassium, manganese and iron oxide.

Frequently Asked Questions:- 

1. No. Of Bricks required for 1 Cubic Metre or 1m3. (Brickwork Calculation)

To calculate this follow the below Steps-

Step-1:- Calculate the Volume of Single brick:

Standard Size of Brick is varied according to the region. In India, the standard size of brick is 190mm x 90mmx 90mm.  Well, this method is same for any size of brick. But for calculation, I am considering mostly used size of brick in globe.

the size of brick is 9″x 4″x 3″

 

 

size of brick (brickwork calculation)

Step-2:- Unit Conversion

Converting inch to m for ease in calculation. If you are unable to convert units use Google Conversion tools.

Total Volume = 9″x4″x3″ = 0.2286m x 0.1016m x 0.0762m

Volume of Brick in Cu.m = 0.00176980 cu.m

 

Step 3:-

Volume required = 1m x 1m x 1m

Total Volume Required = 1Cu.m or 1m3

1m3 of Brickwork (Brickwork calculation)
Volume of Each brick  = 0.0017698m3

No. of Bricks in 1m3 = 1/0.0017698 = 565 Bricks

Hence, 565 bricks are required for 1 cubic metre or 1m3 of bricks.

2. How to Calculate No. of Bricks required in a wall of
10′ x 10′. (Brickwork calculation)

Bricks are bonded each other using 1:6 Cement Masonry. We generally adopt 10-16mm of thickness between each layer of Bricks.

Therefore, the standard thickness of Cement Masonry layer in Brickwork is 0.39″ or 10mm

mortar thickness of brickwork or brickmasonry

Step 1:- Adding mortar thickness to brick

Size of brick is 9″x 4″x 3″

Add  0.39″ to all sides of brick (9″+0.39″, 4″+0.39″,3″+0.39″)

The size of brick with mortar thickness is 9.39″ x 4.39″ x 3.39″

adding mortar thickness to brickwork
Fig 4.Size of brick with and without mortar

 

Step 2:- Unit Conversion

For ease in calculation convert (9.39″x 4.39″ x 3.39″) inch to ft

= 0.78ft x 0.36ft x 0.28ft

Consider Front face area of the brickwork in calculating the no. of bricks

From Fig4: Front face area of brickwork = L x D

Area of Total wall (L x D) = 10′ x 10′ = 100Sft  [Front face area]

Area of Each Brick (L x D) =0.78′ x 0.28′ = 0.218Sft (With Mortar thickness)

Step 3:-  Deductions in brick masonry for Brickwork calculation.

RCC Bed is provided for every 3ft of height of Brickwork.

As per above figure Length and Height of brickwork is 10Ft x 10Ft Height,
For 10′ height  there must be 2 Beds in brickwork.

RCC Bed in Brickwork (Brickwork Calculation)
Fig 5: RCC bed in Brickwork

Dimensions of  RCC Bed in Brickwork calculation:-

The length of bed go up to the length of brick work and bed is attached to Columns for transferring the vertical load.

Depth or thickness of the bed may varies between 3″ to 4″. (Refer above fig)
(Let us consider the maximum i.e., 4″ or 0.33′)

The length and Depth of Bed is 10′ x 0.33′ [Front Face area]

Front face area of bed (L x D) = 10’x0.33′ =  3.3SFT

There are Two beds in brickwork so = 2×3.3SFT = 6.6 SFT

Deduct the area of RCC Bed from the above wall area for Brickwork calculation

Therefore,  100Sft – 6.6Sft = 93.4Sft

Front face Area of Each brick =  0.218Sft

Total No. of Bricks = 93.4/0.218 = 428 Bricks required (approx)

Result :- For 10′ x 10′ wall of Brickwork approximately 428 bricks required.

Quantity of cement, Sand or Mortar Required for Brickwork:

1:6 ratio of cement mortar is usually used for brickwork. In order to calculate the amount of Cement, Sand or Mortar required or brickwork firstly find out the amount of mortar required for brickwork.

Volume of Each brick = 9″ x 4″ x 3″ = 0.22 x 0.1 x 0.07 = 0.00154m3

As we know that, 0.39″ mortar thickness is added to brick size. Hence
Volume of each brick with mortar = 9.39″x4.39″x 3.39″ = 0.238 x 0.111 x 0.081 = 0.00228m3

Therefore, amount of mortar required for each brick = 0.00228-0.00154 = 0.00074m3

From above, No. of bricks required = 428 bricks

Volume of mortar required for 428bricks = 428 x 0.00074 = 0.316m3

After adding water to the mortar mix, it bulks and reduces the volume by 33% during wet condition. In order to calculate the dry volume of cement & sand or Brick mortar add 33% of extra volume to it.

Dry volume of mortar =  Wet volume of mortar x (1+0.33)      [33% of volume]

Dry volume of mortar = 1.33 x Wet volume of Mortar = 1.33 x 0.316= 0.420m3

 1:6 ratio of mortar for brickwork which means cement:sand = 1 part of cement and 6 parts of sand.

Total parts = 7

Amount of cement required for mortar:

The qty of Cement required for Brick mortar = Dry volume of mortar x 1/7 = 0.420 x 1/7 = 0.06m3

Density of cement = 1440Kg/m3

Which means for 1m3 = 1440Kgs required.

For 0.106m3 = 0.06×1440=86.4Kgs 

Amount of Sand required for mortar:

Similarly as Cement,  Sand is calculated in terms of m3

The Amount of Sand required for Brick masonry = Dry volume of mortar x 6/7 = 0.420 x 6/7 = 0.36m3

In terms of Kgs, Density of Sand = 1600Kgs/m3

For 0.36 = 0.36x 1600 = 576Kgs

Summary:

For Brickwork of 10′ x 10′ where each Size of brick = 9″x 4″x3″

  • No. of Bricks without mortar = 533 bricks
  • The no. of bricks with mortar = 458 bricks
  • No. of bricks  with RCC bed & mortar = 428 bricks
  • The quantity of mortar required = 0.42m3
  • Amount of cement required = 87kgs
  • The amount of sand = 0.36m3

Brickwork Calculator:

Also Read:-

AAC Bricks New in civil industry
Bar Bending Schedule (BBS)
Types of Mesh used in footings

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32 thoughts on “BrickWork Calculation | Types of Bricks | Bricks in Construction

  1. Comment Text* all technology topics are not download sir . I want to downloaded all topic and book download. and I must be need the book and note is Foundation engineering, irrigation engineering , sanitary engineering and steel structure design and timbers design quick sir

  2. Sir, for wall calculation of bricks. In 9″wall we have two rows alternate header and stretcher in row .your calculations for one row or two rows.

  3. That you very much Sir…you have really left a great impact in us upcoming Engineer. I really appreciate your effort towards achieving this and look forward for more knowledge . thanks Sir once again

  4. sir what is that 1.33% means? we have to find the bulkage of sand so we do 33/100 so 0.33 only we should get why adding 1 in that 0.33?

  5. Sir, quantity of sand is calculated in cu m . But in market they sell in ft . I am confused state how I ordered the sand

  6. It’s been a great article and i actually wanted to know about these different types of bricks an its classification and i personally feel this article going to clear all of your doubts regarding to this topic so i am going to bookmark this for further reference.Thank You.

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