5.2.8.4  钢管混凝土构件承载力验算
 
区分 版本 / Revision No. 改善建议者 改善内容 内容列表
产品功能 Ver.112 R3 / No.2009-03

手册内容 Ver.110 R2 / No.2009-02

 
功能说明

5.2.8.4.1  单肢柱承载力计算

1.  钢管混凝土单肢柱的轴向受压承载力应满足下列要求:

                                                                                                                                                                                        (5.2.8-59)

式中:

  N —— 轴向压力设计值;

Nu —— 钢管混凝土单肢柱的承载力设计值。

2.  钢管混凝土单肢柱的承载力应按下列公式计算:

                                                                                                                                                                             (5.2.8-60)

                                                                                                                                                      (5.2.8-61)

                                                                                                                                                                (5.2.8-62)

式中:

N0 —— 钢管混凝土轴心受压短柱的承载力设计值;

  θ —— 钢管混凝土的套箍指标;

 fc —— 混凝土的抗压强度设计值;

Ac —— 钢管内混凝土的横截面面积;

 fa —— 钢管的抗拉、抗压强度设计值;

Aa —— 钢管的横截面面积;

φ1 —— 考虑长细比影响的承载力折减系数;

φe —— 考虑偏心率影响的承载力折减系数。

 

在任何情况下均应满足下列条件:

                                                                                                                                                                                      (5.2.8-63)

式中:

φ0 —— 按轴心受压柱考虑的φl值。

 

3.  钢管混凝土柱考虑偏心影响的承载力折减系数φe,应按下列公式计算:

(1)当e0/τc≤1.55时

                                                                                                                                                 (5.2.8-64)

                                                                                                                                                                                       (5.2.8-65)

(2)当e0/τc>1.55时

                                                                                                                                                                  (5.2.8-66)

式中:

  e0 —— 柱较大弯矩端的轴向压力对构件截面中心的偏心距;

   τc —— 钢管的内半径;

M2 —— 柱两端弯矩设计值之较大者;

  N —— 轴向压力设计值。

 

4.  钢管混凝土柱考虑长细比影响的承载力折减系数φ1的应按下列公式计算:

(1)当le/d>4时

                                                                                                                                           (5.2.8-67)

(2)当le/d≤4时

                                                                                                                                                                                                (5.2.8-68)

式中:

d —— 钢管外径;

le —— 柱的等效计算长度。

5.  对于两支承点之间无横向荷载作用的框架柱和杆件,其等效长度应按下列公式确定:

                                                                                                                                                                                                  (5.2.8-69)

                                                                                                                                                                                                          (5.2.8-70)

式中:

l0 —— 框架柱或杆件的计算长度;

 l —— 框架柱或杆件的长度;

κ —— 等效长度系数;

μ —— 计算长度系数。

 

6.  悬臂柱的等效计算长度应按下列公式计算:

                                                                                                                                                                                                     (5.2.8-71)

式中:

H —— 悬臂柱的长度;

κ —— 等效长度系数。

悬臂柱的等效长度系数应按下列规定计算,并取其中之较大者。

当嵌固端的偏心率e0/τc≥0.8时:

                                                                                                                                                                                                 (5.2.8-72)

当嵌固端的偏心率e0/τc<0.8时:

                                                                                                                                                                           (5.2.8-73)

当悬臂柱的自由端有力矩M1作用时:

                                                                                                                                                                                                (5.2.8-74)

式中:

β —— 悬臂柱自由端力矩设计值M1与嵌固端的弯矩设计值M2之比值,当β为负值时,按反弯点所分割成的高度为H2的子悬臂柱计算。

 

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