(Νέα σελίδα με '<!-- |Name: Planck length| |Template: Constants | |Starter: IonnKorr, Jun 2014 (EET) | |No Copyright | CopyFree | --> <font> <font color="blue"> Μήκος Κύμα...') |
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It was introduced by [[Arthur Compton |Compton Arthur ]] in his [[explanation]] of the [[scattering]] of [[photon]]s by [[electron]]s (a process known as [[Compton scattering]]). |
It was introduced by [[Arthur Compton |Compton Arthur ]] in his [[explanation]] of the [[scattering]] of [[photon]]s by [[electron]]s (a process known as [[Compton scattering]]). |
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− | The Compton [[wavelength]] of a [[particle]] is equal to the [[wavelength]] of a photon whose [[photon energy|energy]] is the same as the [[mass]] (see [[ |
+ | The Compton [[wavelength]] of a [[particle]] is equal to the [[wavelength]] of a photon whose [[photon energy|energy]] is the same as the [[mass]] (see [[mass-energy equivalence]]) of that [[particle]]. |
The standard Compton wavelength, ''λ'', of a particle is given by |
The standard Compton wavelength, ''λ'', of a particle is given by |
Αναθεώρηση της 11:06, 1 Απριλίου 2020
Μήκος Κύματος Compton
- Μία Φυσική Σταθερά
Ετυμολογία
Η ονομασία "Μήκος Κύματος Compton" σχετίζεται ετυμολογικά με το όνομα "Compton".
Εισαγωγή
The Compton wavelength is a quantum mechanical property of a particle.
It was introduced by Compton Arthur in his explanation of the scattering of photons by electrons (a process known as Compton scattering).
The Compton wavelength of a particle is equal to the wavelength of a photon whose energy is the same as the mass (see mass-energy equivalence) of that particle.
The standard Compton wavelength, λ, of a particle is given by
- where:
- h is the Planck constant,
- m is the particle's mass, and
- c is the speed of light.
Υποσημειώσεις
Εσωτερική Αρθρογραφία
Βιβλιογραφία
Ιστογραφία
Κίνδυνοι Χρήσης |
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Αν και θα βρείτε εξακριβωμένες πληροφορίες "Οι πληροφορίες αυτές μπορεί πρόσφατα Πρέπει να λάβετε υπ' όψη ότι Επίσης, |
- Μην κάνετε χρήση του περιεχομένου της παρούσας εγκυκλοπαίδειας
αν διαφωνείτε με όσα αναγράφονται σε αυτήν
- Όχι, στις διαφημίσεις που περιέχουν απαράδεκτο περιεχόμενο (άσεμνες εικόνες, ροζ αγγελίες κλπ.)