'Horizontal component' presentation slideshows

Statics

hinge. Statics. ?. Surface Forces. Static Surface Forces. Forces on plane areas Forces on curved surfaces Buoyant force Stability submerged bodies. Forces on Plane Areas. Two types of problems Horizontal surfaces (pressure is _______) Inclined surfaces Two unknowns ____________

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Induction Machine

Induction Machine. Induction Machine (N. Tesla 1888). Principle of operation Construction Characteristics: slip rotor current power torque Classification Control. Principle of operation. o. squirrel-cage rotor. o. o. Three-Phase Supply Voltage. A. B. C. N. 60 120. S. A.

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VECTORS

VECTORS. A vector is a quantity that has both magnitude and direction. It is represented by an arrow. The length of the vector represents the magnitude and the arrow indicates the direction of the vector. Blue and orange vectors have same magnitude but different direction.

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423 views • 21 slides

Chapter 10: Vectors and the Geometry of Space

Chapter 10: Vectors and the Geometry of Space. Section 10.3 The Dot Product of Two Vectors. Written by Richard Gill Associate Professor of Mathematics Tidewater Community College, Norfolk Campus, Norfolk, VA With Assistance from a VCCS LearningWare Grant. The Definition of Dot Product

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Work

389 views • 18 slides

Reserve

Reserve. 1/4 Crystal. Motivation : Performance test of cryogenic payload Initial cooling test with liquid nitrogen ( Jecc Torisha ) : 30th Aug. 2013 Delivery : 27th of Sep. 2013 . 2.

314 views • 18 slides

7-2 Projectile Motion

7-2 Projectile Motion. Independence of Motion in 2-D. Projectile is an object that has been given an intial thrust (ignore air resistance) Football, Bullet, Baseball Moves through the air under the force of gravity Path is called Trajectory

362 views • 16 slides

NOAA data : >30keV electron

S outh America Riometer Network (SARINET) Kazuo Makita (Takushoku University, Japan ). We study upper atmosphere phenomena in South Atlantic Geomagnetic Anomaly ( SAGA) since 1997. So far, we installed several instruments at more than 10 stations in South America.

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Projectile Motion

276 views • 14 slides

APPLICATION OF FORCES

APPLICATION OF FORCES. IMPULSE. Quite simply the time it takes a force to be applied to an object or body and is often related to a change in momentum. In sport, impulse can be used to add speed to a body or object, or slow them down on impact. Impulse = Force x Time

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Falling Objects

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Problems from old midterm

Problems from old midterm. 1. In this graph of displacement versus time, what is the average velocity in going from point A to point H in m/s? (Assume that the vertical axis is given in meters and that the horizon- tal axis is given in seconds) A) 0.286 B) 0.323 C) 0.365 D) 0.412

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Non-Horizontally Launched Projectiles

Non-Horizontally Launched Projectiles. 11/12/2013. The details of motion in each direction have not changed. The parabolic path of the object is altered slightly due to a change in the initial vertical velocity ( v iy ). Consider the following diagrams when answering the questions. 2. 1. 3.

339 views • 12 slides

Projectile Motion

Projectile Motion. The motion of an object under gravity if it is not just going straight up or straight down. Components of Vectors. Velocity Vector. ?. Horizontal. ? is the angle of the velocity vector above the horizontal.

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Projectile Motion

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Horizontal Projectiles

Horizontal Projectiles. Projectile. An object in motion where the only force acting on it is gravity. A dropped ball A kicked football A diver leaving a springboard A shot-put throw A satellite. Independence of X and Y.

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Notes: Vector Resolution

Notes: Vector Resolution. A vector may be broken into its two components, in the horizontal and vertical direction Given an original vector A, its components would be: A x parallel to the x-axis A y parallel to the y-axis. Vector Resolution. original vector = vector sum of components

556 views • 4 slides

Try this problem

Try this problem. Five forces act on an object: the first, 60 N at 90 degrees; the second 40 N at 0 degrees; the third 80 N at 270 degrees; the forth 40 N at 180 degrees; the fifth 50 N at 60 degrees. What is the magnitude and direction of a sixth force that produces equilibrium of the object?.

160 views • 2 slides