How to calculate the weight of stainless steel wire mesh?
The total length and cross-sectional area is determined, the product is the metal wire size, so the corresponding metal density multiplied by R3 (constant), you can get quality, finally is: per unit area of metal mesh quality = wire diameter * *R1* mesh wire diameter *R2*R3= wire diameter of wire diameter * * *R mesh, multiplied by the the size of the network is obtained by seeking quality, for the 304 stainless steel, R 1/2 to obtain constant, so you get the formula.
The more number of metal wire net in a certain area of the total length and number is proportional to the length of the wire, the required ratio increases, so the total length of wire mesh can be expressed as *R2 (R2 constant).
Metal mesh is composed of metal wire, so there are two factors determine its weight, total length and cross-sectional area of the wire (wire diameter: diameter *) is representative of the wire cross-sectional area, because if the square section is directly calculated in this way, but in general the wire section is round but, the circular area and the outer area of the square is proportional to the cross-sectional area of the wire diameter, both wire diameter *R1 * (R1 constant).
Unit area of metal mesh quality = wire diameter * *R1* mesh wire diameter *R2*R3= wire diameter of wire diameter * * *R mesh.
Mesh refers to 1 square inch mesh number, the formula you write should be the final formula simplified, which are treated with constant, can be understood: the metal mesh is composed of metal wire, so there are two factors determine its weight, total length and cross-sectional area of the wire: (diameter * diameter) is representative of the wire cross-sectional area, because if the square section is directly calculated in this way, but in general the wire section is circular, but the circular area and the external area of the square is proportional to the cross-sectional area of the wire diameter is *R1 (diameter * R1 constant); and the metal wire mesh more in a certain area of the total length and number is proportional to the length of the wire, the required ratio increases, so the total length of wire mesh can be expressed as *R2 (R2 constant). The total length and cross-sectional area is determined, the product is the metal wire size, so the corresponding metal density multiplied by R3 (constant), you can get quality, finally is: per unit area of metal mesh quality = wire diameter * *R1* mesh wire diameter *R2*R3= wire diameter of wire diameter * * *R mesh, multiplied by the the size of the network is obtained by seeking quality, for the 304 stainless steel, R 1/2 to obtain constant, so you get the formula. I don't know...
