brachistochrone problem in Vietnamese

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Sentence patterns related to "brachistochrone problem"

1. The Brachistochrone problem is famous in physics

2. The Brachistochrone problem is usually ascribed to Johann Bernoulli, cf

3. The Brachistochrone problem with the inclusion of Coulomb friction has been previously solved ,

4. In this paper, we address the classical Brachistochrone problem and two vehicle-relevant …

5. The Brachistochrone The Brachistochrone problem is a seventeenth century exercise in the calculus of variations

6. The Brachistochrone problem asks what shape a hill should be so a ball slides down in the least time

7. Brachistochrone problem The classical problem in calculus of variation is the so called Brachistochrone problem1 posed (and solved) by Bernoulli in 1696

8. Figure: The Brachistochrone problem It is tempting to think that the solution is a straight line, but this is not the case

9. Brachistochrone Problem: Which path from \(A\) to \(B\) is traversed in the shortest time? (Click image to animate.) This is the Brachistochrone (“Shortest Time”) Problem

10. The Brachistochrone problem is usually solved in classical mechanics courses using the calculus of variations, although it is quintessentially an optimal control problem

11. The Brachistochrone problem Let me ask a seemingly unrelated question about the ramp and block, which will lead us on a much needed mathematical detour

12. The Brachistochrone problem was posed by Johann Bernoulli in Acta Eruditorum Ⓣ in June 1696. He introduced the problem as follows:- I, Johann Bernoulli, address the …

13. In Bernoulli’s Brachistochrone problem one has two points at different elevations and one seeks the minimum-time curve for a particle to slide frictionlessly from the higher point to the lower point

14. The Brachistochrone problem, which describes the curve that carries a particle under gravity in a vertical plane from one height to another in the shortest time, is one of the most famous studies in classical physics

15. The Brachistochrone problem was one of the earliest problems posed in the calculus of variations. Newton was challenged to solve the problem in 1696, and did so the very next day (Boyer and Merzbach 1991, p

16. Finding the Brachistochrone, or path of quickest descent, is a historically interesting problem that is discussed in all textbooks dealing with the calculus of variations.The solution of the Brachistochrone problem is often cited as the origin of the calculus of variations as suggested in.

17. The classic Brachistochrone problem: what form should the slide take to minimize the time of descent? Naively, one might think the answer is a straight line, but in fact, a straight slide is slower than many other curves; instead, the slide should be made in the shape of an arc of a cycloid.