During construction, the question often arises of how many square meters are in one cube. This applies to many materials, which in their parameters have three indicators: length, width, height. To obtain a cubic indicator, based on the dimensions, it is necessary to find out the metric data of a unit of material. For this, length, width, height are measured, and for the convenience of calculations, indicators are translated into meters. For example, if the side size is 25 cm, then the transfer will be 0.25 m.
This calculation will help you decide how many square meters are in one cube. To determine the area used square. m, because two indicators are enough, width and height. The cubic meter is needed to determine the volume of premises, capacities, as well as to calculate the material requirements for the construction of a large structure.
General principle of calculation
Accordingly, in order to calculate how many square meters are in one cube, you need to multiply the base area by an indicator of height, thickness or depth, using the meter unit. If you need to calculate the amount of material to find out how many square units are in a cube, then you need to know the thickness of the product that is taken for calculation. And then, based on the total area, the required amount per 1 sq. M is calculated. m. In more detail you can consider specific examples.
Brick
In order to calculate the need for material for the construction of walls, it is necessary to calculate how many square meters of brick are in one cube. First, calculate the area of the brick by multiplying its width by length. The dimensions of the material are 250x120 mm. We translate into meters, it turns out 0.25x0.12. We multiply, and it turns out that the area of one brick is 0.03 square meters. m. After 1 square. m divided by 0.03 square meters. m and we get that in 1 square. m is placed 33.3 bricks. Now, in order to calculate how many bricks are included in one cubic meter, it is necessary to use the height of the brick area, which is 65 mm or 0.065 m. Subsequent steps will allow you to calculate the amount per 1 cube. m, for which the cube is divided by the height of the brick and multiplied by the number of bricks of one row, i.e. 1 / 0,065x33,3. with rounding it turns out 512 bricks that fit in 1 cubic meter. m. The construction volumes of bricks are calculated not only for the erection of walls, therefore, in order to calculate the amount of material needed to fill 1 square meter. m, you should consider how the brick will be laid. If it is placed on the edge, then, accordingly, the consumption per 1 square. m is reduced, therefore, and the need is reduced.
Foam block
To determine how many square meters of foam blocks are in one cube, you can use the technique of calculating the number of bricks. But the foam block is much larger in size and it is more problematic to consider it in rows. Therefore, it is better to use a different calculation, which will be no less accurate than when calculating a brick. For the construction, different block sizes are used, therefore it is not practical to give an example on each product. For convenience, a standard wall block with dimensions of 600x200x300 mm will be taken into account. It is not necessary to translate into meters, it will be more convenient to consider it as cubic centimeters. Based on the fact that the cube is a figure with equal sides, its indicators are 100x100x100 cm. Thus, multiplying the sides, we get 1,000,000 cube. see. The same technique is considered to be the volume of a unit of foam block 60x20x30, and the result is 36,000 cubic meters. see. Next, the volumes are divided among themselves, 1,000,000 / 36,000, and we get 27.7 pieces of foam block per cubic meter.
Timber
Lumber for walls has large values, therefore, in order to calculate how many square meters of timber in one cube, the square centimeter indicator will be used. The beam, like the foam block, has different lengths, widths and heights, but for example one of the widely used wood parameters 6000x200x150 mm is used. Multiplying the sides of one bar, translating them into centimeters, 600x20x15, we get the result of 180,000 square meters. see. Further on the worked out scheme, 1,000,000 cubic meters. see divided by 180,000 and it turns out that in 1 cube 5.55 pieces of timber. When determining the required volume so that the calculations are as correct as possible, it is necessary to take into account the connection of the material, the corner joints, cutouts for the openings of windows and doors, as well as the shrinkage that occurs as a result of the drying of the structure and can reduce the ceiling height up to 15 cm, which means more material will be needed for construction.
Concrete
These calculations are necessary in order, for example, to fill in the area of a floor or a certain platform. Transportation and metering of the solution is carried out in a cube. cm, and the area of square. see. In order to calculate how many square meters of concrete are in one cube, it is necessary to calculate the area of the planned pouring area and multiply it by the laying depth. For example, it is necessary to fill in a monolithic slab under the future house measuring 8x10 meters with a depth of 0.8 meters. To determine the volume, the indicators are multiplied, 8 × 10 × 0.8, and we get 64 cubic meters. m, which will be needed to fill this volume. A small margin should be taken into account so that at the pouring stage it does not turn out that for some reason the solution was not enough.
Conclusion
In order to calculate the amount of material needed and deliver it in the right amount, you can use the simple above calculations at first glance. It is also necessary to take into account some features, such as joining the beam, the thickness of the jute, the use of mortar when laying brick and block, which can significantly change the initial indicator. We should not forget about the cut of building material, which means that there are scraps that are included in the general calculation, but remain without use. In addition, the calculation scheme is universal, it can be used to calculate the required material of any shape and size.