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Physics 218: Mechanics Instructor: Dr. Tatiana Erukhimova Sections 818, 819, 820, 821 Lecture 11.

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Presentation on theme: "Physics 218: Mechanics Instructor: Dr. Tatiana Erukhimova Sections 818, 819, 820, 821 Lecture 11."— Presentation transcript:

1 Physics 218: Mechanics Instructor: Dr. Tatiana Erukhimova Sections 818, 819, 820, 821 Lecture 11

2 Quiz (folders) A rocket is fired from a tower of height H, at t=0, with an initial velocity of magnitude W at an angle Θ above horizontal. The rocket’s engine supplies an acceleration that increases with time according to a(t)=αt 2. The acceleration is always directed at an angle β with the horizontal. The rocket’s fuel runs out after 2 sec. What will its velocity and position be when the fuel runs out? Consider α, β, Θ, H, and W as known constants and neglect gravity.

3 Newton’s second law The vector acceleration of an object is in the same direction as the vector force applied to the object and the magnitudes are related by a constant called the mass of the object.

4 Kinetic Friction For kinetic friction, it turns out that the larger the Normal Force the larger the friction. We can write F Friction =  Kinetic N Here  is a constant Warning: –THIS IS NOT A VECTOR EQUATION!

5 A Recipe for Solving Problems 1.Sketch Isolate the body (only external forces but not forces that one part of the object exert on another part) 2. Write down 2 nd Newton’s law Choose a coordinate system Write 2 nd Newton’s law in component form: 3. Solve for acceleration

6  Pulling Against Friction A box of mass m is on a surface with coefficient of kinetic friction . You pull with constant force F P at angle  The box does not leave the surface and moves to the right. 1.What is the magnitude of the acceleration? 2.What angle maximizes the acceleration?

7 H Coefficient of friction:  What is the normal force? What is the velocity of the block when it reaches the bottom?

8 First exam Tuesday, September 22 102 CHEN Sections 818 and 819 start at 7 pm Sections 820 and 821 start at 8:05 pm

9 All liquids, gels and aerosols must be in three-ounce or smaller containers. No calculators and cell phones BRING YOUR STUDENT ID!

10 What is included? Chapters 1-6 Kinematics, vectors, Newton’s 2 nd Law

11

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13 Kinematics

14 In components:

15 If is given, you can find and

16 Vectors

17 Newton’s 2nd Law

18 Friendly advice DO NOT…

19 DO NOT use Const acceleration case formulas when acceleration is a function of time. You have to integrate or differentiate! What are the Const acceleration case formulas?

20 DO NOT write the vector sign over a projection!

21  DO NOT forget that F p has two components: F p cos θ and F p sin θ

22 Do Not Forget to Write down what is given and express the answer in terms of what is given Box the answer Indicate the origin and positive x and y

23 Have a great day! Reading: Chapter 5,6 Hw: Chapter 6 problems and exercises


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