Inaccurate visual display
Shows actually only the highest shell for single atoms. Lower shells are simply ignored.
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Beschreibung
Quantum mechanics is a fascinating field that helps us understand the behavior of matter and energy on a microscopic level. One of the most important concepts in quantum mechanics is the idea of atomic orbitals.
An atomic orbital is a mathematical function that describes the probability of finding an electron in a particular location around an atom's nucleus. Each electron in an atom can be described by a unique set of four quantum numbers, which determine its energy level, angular momentum, magnetic moment, and spin.
The shape of each atomic orbital can be accurately depicted using a formula called spherical harmonics, which creates a visual representation of the electron's probable location around the nucleus. These representations are often shown as a series of dots, each representing a probable location of where an electron might be.
The VSEPR (Valence Shell Electron Pair Repulsion) theory, on the other hand, is a model used to predict the geometry of molecules based on the arrangement of electrons in their valence shells. According to this theory, the electrons in a molecule's valence shell repel each other, and their repulsion determines the molecule's shape.
The VSEPR model predicts a range of molecular shapes, including linear, trigonal planar, tetrahedral, trigonal bipyramidal, and octahedral. These shapes can be used to predict a molecule's physical and chemical properties, such as polarity and reactivity.
This app will provide you these fascinating insights about the nature of how atoms and molecules behave in the real world.
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An atomic orbital is a mathematical function that describes the probability of finding an electron in a particular location around an atom's nucleus. Each electron in an atom can be described by a unique set of four quantum numbers, which determine its energy level, angular momentum, magnetic moment, and spin.
The shape of each atomic orbital can be accurately depicted using a formula called spherical harmonics, which creates a visual representation of the electron's probable location around the nucleus. These representations are often shown as a series of dots, each representing a probable location of where an electron might be.
The VSEPR (Valence Shell Electron Pair Repulsion) theory, on the other hand, is a model used to predict the geometry of molecules based on the arrangement of electrons in their valence shells. According to this theory, the electrons in a molecule's valence shell repel each other, and their repulsion determines the molecule's shape.
The VSEPR model predicts a range of molecular shapes, including linear, trigonal planar, tetrahedral, trigonal bipyramidal, and octahedral. These shapes can be used to predict a molecule's physical and chemical properties, such as polarity and reactivity.
This app will provide you these fascinating insights about the nature of how atoms and molecules behave in the real world.
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Electronify Häufige Fragen
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Ist Electronify kostenlos?
Ja, Electronify ist komplett kostenlos und enthält keine In-App-Käufe oder Abonnements.
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Ist Electronify seriös?
Nicht genügend Bewertungen, um eine zuverlässige Einschätzung vorzunehmen. Die App benötigt mehr Nutzerfeedback.
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Wie viel kostet Electronify?
Electronify ist kostenlos.
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Um geschätzte Einnahmen der Electronify-App und weitere AppStore-Einblicke zu erhalten, können Sie sich bei der AppTail Mobile Analytics Platform anmelden.
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Die App ist in Vereinigte Arabische Emirate noch nicht bewertet.
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App-Informationen
- Kategorie
- Education
- Herausgeber
- Wonmo Seong
- Sprachen
- English
- Letzte Veröffentlichung
- 1.3 (vor 1 Jahr )
- Veröffentlicht am
- Mar 27, 2023 (vor 1 Jahr )
- Auch verfügbar in
- Österreich , Vereinigte Staaten , Kanada , Philippinen , Portugal , Peru , Neuseeland , Norwegen , Niederlande , Nigeria , Malaysia , Mexiko , Libanon , Kasachstan , Kuwait , Südkorea , Japan , Pakistan , Polen , Indien , Rumänien , Russland , Saudi-Arabien , Schweden , Singapur , Thailand , Türkei , Taiwan , Ukraine , Vietnam , Südafrika , Algerien , Argentinien , Australien , Aserbaidschan , Belgien , Brasilien , Belarus , Schweiz , Chile , China , Kolumbien , Tschechien , Deutschland , Dänemark , Dominikanische Republik , Italien , Ecuador , Ägypten , Spanien , Finnland , Frankreich , Vereinigtes Königreich , Griechenland , Sonderverwaltungsregion Hongkong , Ungarn , Indonesien , Irland , Israel , Vereinigte Arabische Emirate
- Zuletzt aktualisiert
- vor 1 Woche
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