带形基础表里墙T形接头搭接部分的体积(国外英文资料).docVIP

带形基础内外墙T形接头搭接部分的体积(国外英文资料) The volume of the joint part of the outer wall of the belt (1) the outer wall of the outer wall is the base area of the outer wall (2) the inner wall base volume = the net length of the inner wall ????? One of the hardest things to deal with is the idea of a partial volume calculation for the inner wall t-joint A:?????? V is equal to V1 plus V2 is equal to (L) + L + L (bh1/2 + 2 (b-b / 2) by h1/2 times 1/3) B * H + h1 (2b + b / 6) Type: V - the volume of the joint part of the outer wall. V1 - the volume of a rectangle, as shown in the upper part of the T joint, is 0 when there is no beam. V2 -- the two tripyramid, half a rectangular volume, as shown in the lower part of the tee, V is equal to V2 when there is no beam. H -- the thickness of a cuboid, H = 0 when there is no beam basis 1. The band based Outer wall base volume = the length of the outer wall of the outer wall The inner wall is equal to the base area of the interior wall and the area of the base area + T joint V is equal to V1 plus V2 is equal to (L) + L (bh1/2 + 2) = L (b * H + h1) Type: V - the volume of the joint part of the outer wall. V1 - the volume of a rectangle, as shown in the upper part of the T joint, is 0 when there is no beam. V2 -- a rectangle with two tripyramidal dimensions, as shown in the lower part of the diagram. H - rectangular thickness, H = 0 when there is no beam. Independent foundation (concrete independent foundation and column on the base surface divide) Rectangular foundation: V = long * wide * height Echelon form: V = sigma level The truncated conical base: V = V1 + V2 = H1/6 + [A * B + (A + A) (B + B) + A * B * * h2 Type: V1 - the volume of the upper prismatic portion (m3) V2 -- the volume of the lower rectangle of the base (m3) A, B -- either side of the pyramid or the sides of the V2 rectangle. A, b -- both sides of the edge of the pyramid (m). H1 -- the height of the prismatic parts (m) H2 - high (m) at the base of the base of the base (4) cup