600 N Lm (b)
Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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4.1 and 5.2

Transcribed Image Text:**Beam Loading Analysis**
A 1-meter-long beam is subjected to a variety of loadings, as shown in the diagrams labeled (b), (d), and (e).
**Diagram (b):**
- The beam is labeled with points A and B.
- A force of 600 N is applied downwards at point A.
- A distance of \( L \) meters separates points A and B.
- A counterclockwise moment of 900 N·m is applied at point B.
**Diagram (d):**
- The beam experiences a 400 N force acting downwards at point A.
- An 800 N force acts downwards at point B, with a clockwise moment of 2300 N·m at B.
**Diagram (e):**
- A downward force of 400 N is applied at point A.
- A downward force of 200 N is applied at point B.
- A clockwise moment of 400 N·m is applied at point B.
**Task:**
For the beam and loading scenario depicted in diagram (b), determine:
- The single equivalent force for the beam.
- The distance from point A to the line of action for the beam.
**Solution:**
- The equivalent force for the beam is _____ N ↓.
- The distance from point A to its line of action for the beam is _____ m.
![**Problem Statement:**
Determine the single equivalent force and the distance from point A to its line of action for the beam and loading configuration shown in the figure.
**Parameters to Find:**
1. **Equivalent Force:**
- The equivalent force for the beam is **[blank]** N ↑.
2. **Distance from Point A:**
- The distance from point A to its line of action for the beam is **[blank]** m.
(Note: The above blanks are intended for users to input their calculated values based on the given loading and beam configuration in the figure.)](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F51e7283f-1187-4641-a7dd-756ddc41b628%2F6568fb1c-e88d-4683-ad6b-b0e1542cf286%2F1ri1bp_processed.png&w=3840&q=75)
Transcribed Image Text:**Problem Statement:**
Determine the single equivalent force and the distance from point A to its line of action for the beam and loading configuration shown in the figure.
**Parameters to Find:**
1. **Equivalent Force:**
- The equivalent force for the beam is **[blank]** N ↑.
2. **Distance from Point A:**
- The distance from point A to its line of action for the beam is **[blank]** m.
(Note: The above blanks are intended for users to input their calculated values based on the given loading and beam configuration in the figure.)
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