Statics of structures (5 hours)
Determination of the statically determinacy of a given structure. Calculation of the support reactions and internal forces
of a statically determinate structure. Analysis of statically determinate trusses using method of joints and method of
sections
Section 4 刚度法-桁架结构(4 学时)
超静定桁架结构介绍;利用刚度法求解桁架结构,包括刚度法简介、桁架结构刚度矩阵的推导、求解过程及结果分析。
Stiffness method for truss structures (4 hours)
Introduction to indeterminate trusses. Truss analysis using the stiffness method, including the introduction to stiffness
method, the derivation of stiffness matrix for a truss, the solution procedure and the post-processing, etc.
Section 5 刚度法-梁结构(4 学时)
利用刚度法求解梁结构,包括梁单元特性学习以及对梁构件受力的分析方法等。
Stiffness method for beam structures: (4 hours)
Beam analysis using the stiffness method, including the introduction to beam element and the consideration of member
loading, etc.
Section 6 刚度法-框架结构(3 学时)
利用刚度法求解框架结构,包括框架单元特性学习以及相应的结构求解方法。
Stiffness method for frame structures: (3 hours)
Frame analysis using the stiffness method, including the introduction to frame element and the corresponding solution
procedure.
Section 7 弯矩分配法(3 学时)
弯矩分配法讲解;利用弯矩分配法求解连续梁;利用弯矩分配法求解框架结构。
Moment distribution method: (3 hours)
Introduction to the method of analysis usually referred to as moment distribution; Moment distribution method for
continuous beams; Moment distribution method for frames.
Section 8 欧拉-伯努利梁理论(7 学时)
经典欧拉-伯努利梁理论及其假定;结构控制方程;二重积分法;弯矩、剪力与梁杆件受力的关系规律分析。
Beam theory: Euler-Bernoulli beam model (7 hours)
Introduction to the assumption of Euler-Bernoulli beam model; Derivation of governing differential equations; Method of
double integration; Relationship between bending moment, shear force and member loading.
Section 9 图乘法与共轭梁理论(5 学时)
图乘法基本理论与应用;共轭梁法基本理论与应用;两种经典的结构求解方法的对比分析。