Sentences with EPICYCLOID
Check out our example sentences below to help you understand the context.Sentences
1
"The epicycloid curve is often used in mechanical engineering."
2
"The epicycloid motion of the gear mechanism is quite complex."
3
"The epicycloid path of the rolling ball is mesmerizing to watch."
4
"The epicycloid shape of the spinning top gives it stability."
5
"The epicycloid pattern on the vase is beautifully intricate."
6
"The epicycloid design of the wheel enhances its performance."
7
"The epicycloid trajectory of the satellite allows it to orbit smoothly."
8
"The epicycloid motion of the pendulum is a fascinating phenomenon."
9
"The epicycloid profile of the cam ensures precise control."
10
"The epicycloid track of the roller coaster provides an exhilarating ride."
1
"The epicycloid is a curve traced by a point on the circumference of a circle that is rolling around the outside of another fixed circle."
2
"The equation for the epicycloid is given by x = (R + r) * cos(theta) - r * cos((R + r) / r * theta)."
3
"The epicycloid has both convex and concave regions depending on the size of the rolling and fixed circles."
4
"The epicycloid is a type of trochoid curve."
5
"The epicycloid is named after its rolling motion, which resembles the movement of planets in the solar system."
6
"An epicycloid can be generated by using a small gear to roll on the inside or outside of a larger stationary gear."
7
"The epicycloid exhibits self-intersecting behavior in some cases."
8
"The epicycloid has a rich history and has been studied by mathematicians for centuries."
9
"The epicycloid can be classified as a special case of the epitrochoid curve."
10
"The epicycloid is a non-circular curve with a repeating pattern."
11
"The epicycloid is a locus of points generated by the motion of a point on the circumference of a circle as it rolls along a straight line."
12
"The epicycloid exhibits fascinating geometric properties and symmetries."
1
"An epicycloid is a curve traced by a point on the circumference of a circle that rolls upon another circle."
2
"The shape of a tooth of a gear can be described as an epicycloid."
3
"In astrophysics, epicycloids are used to study the motion of celestial bodies."
4
"The path of a planetary gear system can be approximated by an epicycloid."
5
"An epicycloid can have cusps, where the curve doubles back on itself."
6
"The motion of a pendulum can be modeled using an epicycloid."
