jmccrary2000
18.06.2020 •
Physics
Suppose that a uniform electric field exists in a certain region of space. Now consider a mathematical plane surface of area A. To maximize the flux through this surface, the face of the plane (not its normal)
Solved
Show answers
More tips
- S Sport How to Choose Tennis Rackets?...
- H Health and Medicine AKDS Vaccination: Ensure Your Child s Safety...
- H Health and Medicine Naskol ko Opasen Ukus Kleshcha i Kak Ego Raspoznat...
- C Computers and Internet How to Delete Your Account on Odnoklassniki...
- H Health and Medicine What to Do When Your Jaw Locks Up?...
- G Goods and services What Are the Most Popular Services?...
- P Philosophy How did the concept of module arise in computer science?...
- F Food and Cooking How to Cook Julienne? Recipes and Tips...
Answers on questions: Physics
- M Mathematics Deb has 3 apples and Karen has 5 apples how many apples does Karen have?...
- M Mathematics EASY QUESTION??? HELP...
- S Social Studies Which of the following would bring into question the level of democracy in pre-1750 virginia ? o a. most lawmakers were uneducated and biased.ob. most critical decisions...
- M Mathematics X3+x2+x+1 by grouping...
Ответ:
The normal of the plane must be parallel to the electric field vector.
Explanation:
the normal to the surface is defined as a versor that is perpendicular to the plane.
Now, if the angle between this normal and the line of the field is θ, we have that the flux can be written as:
Φ = E*A*cos(θ)
Where E is the field, A is the area and θ is the angle already defined.
Now, this maximizes when θ = 0.
This means that the normal of the surface must be parallel to the electric field
Ответ:
tcf6yuhyfyuhhgugujk
Explanation:
hbyfgyugftgyhuiuhyuikl