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Exact(4)

The padded images are then warped to 227 ×3 as input, where the three dimensions represent width, height, and number of channels.

The three-layered model has eight input nodes which represent width, effective depth, volume fraction, fiber aspect ratio and shear span-to-depth ratio, longitudinal steel, compressive strength of concrete, and clear span-to-overall depth ratio.

The contour candidates were selected by the following equations: mathrm{abs}left 1-frac{w}{h}right)

Using lengths of tumors measured in three orthogonal dimensions, tumor volume (V) was calculated as: V (mm) = π(a ×  b ×  c)/6, where a, b and c represent width, height and thickness, respectively.

Similar(56)

Vertical axis represents width of dr in mm.

Therefore, only one element represents width of the section.

The schematic diagram (Fig. 3) presents a rectangular open channel with secondary current generation, where "B" represents width and "h" flow depth.

where ( E_{a} ) represents the cohesive modulus of elasticity, MPa; ( E_{c} ) represents the concrete modulus of elasticity, MPa; ( f_{t} ) represents tensile strength of concrete, MPa; ( d_{a} ) represents thickness of steel plate, mm; ( b_{f} ) represents width of steel plate, mm; ( b_{c} ) represents width of concrete, mm.

Tumour volume was calculated as follows: tumour volume (mm) = L × W × W/2, where L represents length and W represents width.

Tumour size was assessed every 3 days by caliper measurement, and tumour volume was calculated based on the modified ellipsoid formula (L × W × W/2), where L represents length and W represents width.

Tension measurements were normalised to the cross-sectional area for each preparation, calculated assuming an elliptical cross section using the formula cross-sectional area =  D1/2 ×  D2/2 × π, with D1 and D2 representing width and thickness, and expressed as tension.

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