tensor component वाक्य
उदाहरण वाक्य
मोबाइल
- As indicated above, the tensor components correspond to gravitational waves.
- The resulting tensor components are labelled by indices of the basis.
- They also contain second derivatives of the metric tensor components.
- Where T _ { ab } are the energy-momentum tensor components.
- Where " T ab " are the energy-momentum tensor components.
- The 22 equations contain first derivatives of the metric tensor components and electromagnetic field components.
- However, the vector rsp . tensor components and the above-mentioned forms have different physical dimensions.
- SageManifolds deals with " tensor fields " and not tensor components in a given vector frame or coordinate chart.
- Let us suppose that the quantity h is either one of the 16 metric tensor components, or one of the 6 field components.
- Although full Einstein notation sums over raised and lowered pairs of indices, the values of elastic and strain tensor components are usually expressed with all indices lowered.
- The nuclear force is not simple, however, since it depends on the nucleon spins, has a tensor component, and may depend on the relative momentum of the nucleons.
- In a stationary spacetime, the metric tensor components, g _ { \ mu \ nu }, may be chosen so that they are all independent of the time coordinate.
- As stated above, the quantum analog of this is the partial trace operation, which can be viewed as projection onto a tensor component . " End of note"
- The nuclear force also has a tensor component which depends on the interaction between the nucleon spins and the angular momentum of the nucleons, leading to deformation from a simple spherical shape.
- As to the Ricci tensor components \ scriptstyle { R _ a ^ 0 }, \ scriptstyle { R _ a ^ 3 }, by this calculation they are identically zero.
- This is clearly not enough, as there are only 14 equations ( 10 from the field equations and 4 from the continuity equation ) for 20 unknowns ( 10 metric components and 10 stress energy tensor components ).
- Since there are different choices of metric with different metric signatures ( signs along the diagonal elements, i . e . tensor components with equal indices ), the name and signature is usually indicated to prevent confusion.
- For notational simplicity one usually drops the round brackets around the indices, recognizing that they can both label a set of ( co ) vectors and tensor components with respect to the ( co ) tetrad defined by these ( co ) vectors.
- Mathematically, this specificity is related to the fact that for the homogeneous space geometry discussed here, the Ricci tensor components \ scriptstyle { R _ \ alpha ^ 0 } are identically zeros and therefore the Einstein equations would not allow movement of matter ( which gives non-zero stress energy-momentum tensor components \ scriptstyle { T _ \ alpha ^ 0 } ).
- Mathematically, this specificity is related to the fact that for the homogeneous space geometry discussed here, the Ricci tensor components \ scriptstyle { R _ \ alpha ^ 0 } are identically zeros and therefore the Einstein equations would not allow movement of matter ( which gives non-zero stress energy-momentum tensor components \ scriptstyle { T _ \ alpha ^ 0 } ).
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