space waves वाक्य
उदाहरण वाक्य
मोबाइल
- In case of just space wave reception the reception side cannot influence the time fluctuations.
- "Surfing " yachts roar down the front of high but regularly spaced waves.
- Top is position space wave function, bottom is momentum space wave function, with corresponding probability densities.
- Top is position space wave function, bottom is momentum space wave function, with corresponding probability densities.
- The position-space and momentum-space wave functions are thus found to be Fourier transforms of each other.
- In practice, the position-space wave function is used much more often than the momentum-space wave function.
- In practice, the position-space wave function is used much more often than the momentum-space wave function.
- If the state is allowed to evolve in free space, then the time-dependent momentum and position space wave functions are
- This contrasts the solutions to position space wave functions, the position coordinates being continuous degrees of freedom, because then the Schr�dinger equation does take the form of a wave equation.
- Indeed, Kastner s " Possibilist Transactional Interpretation " takes this point of view and describes transaction formation as ultimately appearing in 3D space but forming from the Hilbert-space wave functions.
- A continuous signal can be modeled as a function of independent variables which range over a continuum of values, example an audio wave travelling in space, 3-D space waves measured at different times.
- Depending on the speed of the purchase cycle in the category, tracking can be done continuously ( a few interviews every week ) or it can be pulsed, with interviews conducted in widely spaced waves ( ex . every three or six months ).
- These days most top wave sailors spend very little time competing as the type of conditions required ( massive swells producing clean, well-spaced waves and strong winds blowing cross-offshore ) are very hard to guarantee months in advance ( when planning an event ).
- Where is the particle's " reduced mass ", is its potential energy, is the Laplacian ( a differential operator ), and is the wave function ( more precisely, in this context, it is called the " position-space wave function " ).
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