Course Objectives
1.The deflection of beam and the displacement of truss can be calculated by using the energy method.
2.The reaction force of statically indeterminate beam with low degree of indeterminacy
can be calculated.
3.The displacement of point and the force of member on truss can be calculated by using matrix structural analysis.
4.The method for calculating the deflection and the reaction force of beam by using matrix structural analysis can be understood.
Rubric
| Ideal Level | Standard Level | Unacceptable Level |
Achievement 1 | The deflection of beam and the displacement of truss can be accurately calculated by using the energy method. | The deflection of beam and the displacement of truss can be almost calculated by using the energy method. | The overview of the method for calculating the deflection of beam and the displacement of truss by using the energy method can be understood. |
Achievement 2 | The reaction force of statically indeterminate beam with low degree of indeterminacy
can be accurately calculated. | The reaction force of statically indeterminate beam with low degree of indeterminacy
can be almost calculated. | The overview of the method for calculating the reaction force of statically indeterminate beam with low degree of indeterminacy can be understood. |
Achievement 3 | The displacement of point and the force of member on indeterminate truss can be accurately calculated by using matrix structural analysis. | The displacement of point and the force of member on static truss can be accurately calculated by using matrix structural analysis. | The overview of method for calculating the displacement of point and the force of member on static truss by using matrix structural analysis can be understood. |
Achievement 4 | The method for calculating the deflection and the reaction force of beam by using matrix structural analysis can be accurately understood. | The method for calculating the deflection and the reaction force of beam by using matrix structural analysis can be almost understood. | The overview of method for calculating the deflection of beam and the reaction force on beam by using matrix structural analysis can be understood. |
Assigned Department Objectives
Teaching Method
Outline:
The concept of structural mechanics, which considers the deformation of an object when a load is applied, is important in the design of any structure. In this lecture, the first half of this lecture explains the energy method and the static structure as an application of the mechanics of materials and structural mechanics of this course, and the second half explains the matrix structure analysis method. The goal of this course is to deepen the understanding of these applied concepts of structural mechanics.
Style:
In class, we will explain as many examples as possible for each content, and we will give them exercises as homework as a review. [30 hours of class time + 60 hours of self-study time]
Notice:
In class, we will explain as many examples as possible for each content, and we will give them exercises as homework as a review. [30 hours of class time + 60 hours of self-study time]
Characteristics of Class / Division in Learning
Course Plan
|
|
|
Theme |
Goals |
2nd Semester |
3rd Quarter |
1st |
Calculation of deflection on beam by using the energy method |
Able to understand the concepts of work and strain energy, as well as solutions using the law of conservation of energy.
|
2nd |
Calculation of deflection on beam by using the energy method |
Able to understand the principles of virtual work.
|
3rd |
Calculation of deflection on beam by using the energy method |
Able to understand the unit load method.
|
4th |
Calculation of deflection on beam by using the energy method |
Able to understand Castigliano's theorem and reciprocity theorem.
|
5th |
Solution of statically indeterminate structure |
Able to understand the overview and simple solutions of statically indeterminate structures.
|
6th |
Solution of statically indeterminate structure |
Able to understand simple solutions of statically indeterminate structures.
|
7th |
Solution of statically indeterminate structure |
Able to understand the deflection angle method and the triple moments method .
|
8th |
【Midterm examination】 |
|
4th Quarter |
9th |
Matrix structural analysis of truss |
Able to construct the stiffness equation of static truss.
|
10th |
Matrix structural analysis of truss |
Able to solve the stiffness equation of static truss and to calculate unknown displacements and forces.
|
11th |
Matrix structural analysis of truss |
Able to solve the stiffness equation of static truss and to calculate the elongation and strain of members.
|
12th |
Matrix structural analysis of truss |
Able to construct stiffness equations of statically indeterminate trusses.
|
13th |
Matrix structural analysis of truss |
Able to solve the stiffness equation and to calculate unknown displacements and forces of statically indeterminate truss.
|
14th |
Matrix structural analysis of beam |
Able to construct the stiffness equation of beam.
|
15th |
Matrix structural analysis of beam |
Able to solve the stiffness equation of beam, and to calculate unknown displacements and forces.
|
16th |
【Final examination】 |
【Final examination】
|
Evaluation Method and Weight (%)
| Examination | Presentation | Mutual Evaluations between students | Behavior | Portfolio | Other | Total |
Subtotal | 80 | 0 | 0 | 0 | 20 | 0 | 100 |
Basic Proficiency | 40 | 0 | 0 | 0 | 10 | 0 | 50 |
Specialized Proficiency | 40 | 0 | 0 | 0 | 10 | 0 | 50 |
Cross Area Proficiency | 0 | 0 | 0 | 0 | 0 | 0 | 0 |