Determining the Path and Center and Radius of Circles

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A particle with charge q is at the origin and is given an initial velocity v=vox. The magnetic field in the origin is b=boz and the electric field is E=Eoy. Determine the path of the particle (that is, find its position as a function of time, and interpret the results). Begin by showing that the path lies in a single plane. Determine the center and radius of any circles. Do not make assumptions about the value of vo.

Find the parametric equations for the path of a ... is a constant phase angle determined from initial conditions ... is: (1.12) This means that the center is located at ...

... μ_0kt/2) (1/r) dr ...(5) To determine the magnetic ... can carry total current 'I'. The current path is circular at every distance from the center of the ...

... inertia by a factor of 2. Determine the ratio ... approximately40kg, approach each other along parallel paths that are ... around in a circle about the center of the ...

... The speed of projectiles are determined. ... As the tension on the block acts towards the center of the circular path, torque due to it will be zero and hence ...

... x as the particle is moving nearer to the centre]. ... the gravitational force is conservative, we can determine the work ... 1 to 2 by any other arbitrary path and if ...

... Two free-body diagrams for the glass are determined. ... force always acting away (outwards) from the centre of the ... the speed of rotation on the circular path be v ...

... The astronaut moves on a circular path, much like a model ... a linear speed of v = 20.8 m/s. (a) Determine the angular ... can be seen by angle θ from the center, ie. ...

... at a distance of about 3.84 × 10^8 m in a path that takes ... or estimate the length from your shoulder to the center of the bucket to determine the radius. ...

... Net force on the object acts towards the centre of the ... We can also determine the work done assuming that only one ... An object moving in a circular path has zero ...