Приклади вживання Number of degrees of freedom Англійська мовою та їх переклад на Українською
{-}
-
Colloquial
-
Ecclesiastic
-
Computer
Determine the number of degrees of freedom.
T-distribution is specified completely by one parameter- the number of degrees of freedom.
What is the Number of Degrees of Freedom?
A field is a physical system that has an infinite number of degrees of freedom.
What does the number of degrees of freedom mean?
It is a vast branch of physics that studies thebehavior of complex systems(i.e. systems with a large number of degrees of freedom) with a strong coupling.
And the number of degrees of freedom equals to:.
The quantity N- 1 is called the number of degrees of freedom.
The number of degrees of freedom is n1+ n2- 2.
Which is called the number of degrees of freedom.
Is the number of degrees of freedom and Γ{\displaystyle\Gamma}.
In other words, a field has an infinite number of degrees of freedom.
The number of degrees of freedom is reduced whenever motion constraints are present.
The term(N- 1) is known as the number of degrees of freedom.
Regardless of the total number of degrees of freedom of the molecules of 3 degrees of freedom is always progressive.
The presence of the n-1 comes from the number of degrees of freedom.
There is a rule: the number of degrees of freedom peripheral chain link is the sumof the degrees of freedom of the preceding links.
The chi distribution has one parameter, k{\displaystyle k},which specifies the number of degrees of freedom(i.e. the number of Z i{\displaystyle Z_{i}}).
The number of degrees of freedom increases with the increasing number of components and with the decreasing number of phases in balance.
Robotic hands differ in the number of degrees of freedom: the more, the better.
Lyapunova was his doctoral dissertation"The general matter of stability of motion", where at length discussed theproblem of stability of motion systems with finite number of degrees of freedom.
Rocks form at arbitrary values of temperature and pressure, and the number of degrees of freedom in their formation cannot be less than 2(n≥ 2; P≤ C).
If the oscillators do not interact with one another or with some other field, then the overall picture of such a field of free oscillatorsis relatively simple, despite the infinite number of degrees of freedom;
Oscillatory systems are also distinguished according to the number of degrees of freedom- that is, the number of independent parameters(the generalized coordinates that define the state of the system).
In other situations, parameters may be fixed by the nature of the sampling procedure used or the kind of statisticalprocedure being carried out(for example, the number of degrees of freedom in a Pearson's chi-squared test).
It has two parameters: k{\displaystyle k}which specifies the number of degrees of freedom(i.e. the number of X i{\displaystyle X_{i}}), and λ{\displaystyle\lambda} which is related to the mean of the random variables X i{\displaystyle X_{i}} by:.
The number of degrees of freedom is usually not equal to the number of spatial dimensions: multi-body systems in 3-dimensional space(such as Barton's Pendulums, planets in the solar system, or atoms in molecules) can have many more degrees of freedom incorporating rotations as well as translations.
For a system of many particles, each particle can have different numbers of degrees of freedom from the others.