杯口基础 | 墙体最小厚度(1)

\{\begin{cases} 2 \cdot (c_{k} + d_{m, v, x} + d_{s, v, x}) + d_{s, h, x} + \max (d_{s, h, outer}, d_{s, h, y}) + d_{s, v, y} \leq t_{tx} & Enclosing stirrups, which completely surround the column \\ 2 \cdot (c_{k} + d_{m, v, x} + d_{s, v, x}) + d_{s, h, x} + \max (d_{s, h, x}, d_{s, h, y}) + d_{s, v, y} \leq t_{tx} & Completing stirrups, which are completely in a socket wall \end{cases}

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