Solution C2-63 (Figure C2.6 condition 3 S.M. Targ 1989)

Solution C2-63 is given, shown in Figure C2.6, condition 3 from the book by S.M. Targa 1989. The structure consists of a rigid angle and a rod, which at point C can be hingedly connected to each other (Figures C2.0 - C2.5) or freely rest on each other (Figures C2.6 - C2.9). At point A, the structure can be connected either by a hinge or by a rigid connection. At point B, the external connection can consist of a smooth plane (Figures 0 and 1), a weightless rod BB´ (Figures 2 and 3), and a hinge (Figures 4-9). At point D, the external connection can consist of a weightless rod DD´ (Figures 0, 3, 8) or a hinged support on rollers (Figure 7). The structure is exposed to a pair of forces with a moment M = 60 kN m, a uniformly distributed load of intensity q = 20 kN/m and two other forces. The directions and points of application of these forces are indicated in Table C2, which also indicates the areas affected by the distributed load (for example, in conditions No. 1, the structure is subject to force F2, directed at an angle of 60° to the horizontal axis and applied at point L, force F4 , directed at an angle of 30° to the horizontal axis and applied at point E, as well as a uniformly distributed load in section CK). It is necessary to determine the reactions of the connections at points A, B, C (for Figures 0, 3, 7, 8 also at point D) caused by the given loads. For calculations, a = 0.2 m is assumed.

Our digital goods store presents solution C2-63, which contains Figure C2.6 of condition 3 from the book by S.M. Targa 1989. This digital product is presented in a beautiful html design that preserves the structure of the original drawing. The solution consists of a description of the structure, in which there is a rigid angle and a rod, as well as external connections at points A, B, C and D. Table C2 indicates the directions, points of application and areas on which the distributed load acts, as well as the forces causing reactions of bonds at these points. Solution C2-63 can be useful for the design and analysis of structures subject to forces and loads.

***

Solution C2-63 (Figure C2.6 condition 3 S.M. Targ 1989) is a structure that consists of a rigid angle and a rod connected to each other by hinges or freely resting on each other at point C. At point A or a hinge or a rigid embedment, and at point B there may be a smooth plane, a weightless rod BB´ or a hinge. At point D there may be a weightless rod DD´ or a hinged support on the rollers. The structure is acted upon by a pair of forces with a moment M = 60 kN m, a uniformly distributed load of intensity q = 20 kN/m, and two more forces, which are indicated in Table. C2. It also indicates where the distributed load operates. It is necessary to determine the reactions of the connections at points A, B, C (and at point D for Fig. 0, 3, 7, 8) caused by the given loads. For calculations, a = 0.2 m is assumed.

***

1. An excellent solution for students and mathematics teachers!
2. S2-63 helps you solve math problems easily and quickly.
3. This digital product is definitely worth the money.
4. Solution S2-63 allows you to save time on solving problems.
5. With the help of S2-63 you can easily check the correctness of your decisions.
6. Convenient and simple interface, understandable even for beginners.
7. Without errors or doubts, you can use S2-63 for educational purposes.
8. Solution C2-63 helps you better understand the math material.
9. An excellent solution for those who want to improve their knowledge in mathematics.
10. S2-63 is really effective and useful for educational purposes.
11. The S2-63 solution is an indispensable digital product for students and teachers of mathematics departments.
12. An excellent solution to problem C2.6, condition 3 from the textbook by S.M. Targa 1989, available in electronic format.
13. With Solution C2-63 you can quickly and easily test your math skills and prepare for exams.
14. The convenient and clear design of Solution C2-63 allows you to quickly navigate the material.
15. Solution C2-63 is an excellent example of how digital products can facilitate the learning process.
16. Solution C2-63 provides an opportunity to learn new mathematical approaches and methods for solving problems.
17. The electronic format of Solution C2-63 makes it accessible to everyone at any time and anywhere.
18. The excellent price of Solution C2-63 makes it accessible to students with any budget.
19. Solution C2-63 is an excellent example of how digital goods can improve the quality of education.
20. Solution C2-63 is a reliable and accurate source of information for anyone interested in mathematics.