Atom Electron Structure

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Questions and Answers

E = h · f estemat okvlvlwvt enhvkihikv E?

  • elemento estemvs enhvkihot elektromagnetic akihokihika
  • en enhvkihot elektromagnetic akihokihika (correct)
  • okv enhvkihot estemvs elektron cokvke atomot
  • okv enhvkihot elektron yvhvhokvlke atomot

Enhvkihot $f$ estemat okvlvlwvt?

  • vsvhopunv elektovno yakhike este yvhvhokvlke
  • tvlvhke elektron este ekstvn stepe
  • vsvhopunv akihokihika (correct)
  • ekstvn elektovno stepe atomot

Elektvon M este atomke vhydvhokvlke K, elektvon f1 akihokihika estemat okvlvlwvt. Elektvon M este L, elektvon $f_2$

  • $f_2 = f_1 + f_3$
  • $f_1 < f_2 + f_3$
  • $f_3 = f_1 + f_2$ (correct)
  • $f_1 = f_2 + f_3$

Atomke vhydvhokvlke elektriks f1, f2, f3 es mahlikihokv li, l2, l3 oktot.

<p>$f_1 &lt; f_2 &lt; f_3$; $λ_2 &gt; λ_3 &gt; λ_1$ (B)</p> Signup and view all the answers

Hvmken enhvkihot akihokihika estemat okvlvlwvt okv eletvon?

<p>n=5 vt n=1 (D)</p> Signup and view all the answers

Hvte 'tawv' hvhseskvyin opvne okv vlahen es hvhseskvyin somat hakhvyat okv yvhikihokv estemat okvlvlwvt?

<p>Heisenberg avkokohike (B)</p> Signup and view all the answers

Atomke sokcvnwv estemat okvlvlwvt?

<p>en hokte ekvn wvkos elektvon momis (A)</p> Signup and view all the answers

Hvtvlke p sokcvnwv enhvkihokvke stepe estot okvlvlwvt?

<p>3 (D)</p> Signup and view all the answers

K es L stepe sokcvnwv estot okvlvlwvt?

<p>hvmken es oske (A)</p> Signup and view all the answers

2s es 3s sokcvnwv estot cemekihot okvlvlwvt?

<p>vlahohike (A)</p> Signup and view all the answers

2s es 2p sokcvnwv enhvhkat okvlvlwvt?

<p>oktoklikat (C)</p> Signup and view all the answers

Kvnvnwe aximusya kvantvm estot okvlvlwvt?

<p>atomke sokcvnwv skoko (B)</p> Signup and view all the answers

2p oksokvlwvt estemat okvlvlwvt?

<p>hvtke atomke oktot (B)</p> Signup and view all the answers

Okta estemat okvlvlwvt?

<p>oske elektron (D)</p> Signup and view all the answers

N = 2, $ℓ$ = 1, ml = 0, hvtke kake kvantvm estot okvlvlwvt?

<p>Atomke Sokcvnwv (B)</p> Signup and view all the answers

Flashcards

¿Qué es Energía (E)?

Este es la fuerza para mover hacia el espacio.

¿Qué hace el número cuántico azemutal?

Dice algo sobre la forma del atomico orbital.

¿Qué es Orbital atómico?

Es un espacio donde hay una alta probabilidad de que se encuentre un electrón.

¿Cuántos electrones hay en la subcapa 2p?

Hasta 6 electrones.

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¿Por qué el electrón único del átomo de hidrógeno está en la subcapa 1s?

Energía mínima.

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¿Cuándo el átomo de energía de transferencia es menor?

Cuanto mayor sea el número cuántico principal.

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¿Quién es el elemento que pertenece al bloque p?

la configuración del electrón más externa.

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¿Dónde se colocan el bloque d en la tabla periódica?

de la tabla periódica.

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¿Qué tienen en común los elementos del grupo 17?

la misma subcapa más externa.

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¿Cómo se calcula el número atómico?

es el número de protones en el átomo.

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¿Qué tiene el orbital 2s?

Los tamaños de los radios.

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¿Que produce la alta Frecuencia de rediación?

energía más baja, transición al átomo.

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Study Notes

Electron Structure of Atoms

  • These notes cover multiple-choice questions, matching exercises, and true/false questions about the electron structure of atoms, the periodic table, and electronic configurations.

Key Equations and Concepts

  • E = h*f: E represents the energy of an electromagnetic radiation, and f represents the frequency of the radiation.
  • In hydrogen atoms, electron transitions between energy levels involve the emission of radiation with specific frequencies.
  • Moving from M to K emits frequency f1, M to L emits frequency f2, and L to K emits frequency f3 which are related by: f3 = f1 + f2.
  • Higher frequency radiation corresponds to shorter wavelengths (λ).
  • Going from M → K, M → L, and L → K results in radiations with frequencies f1, f2, f3 and wavelengths λ1, λ2, λ3.
  • For frequencies: f2 < f1 < f3, and for wavelengths: λ2 > λ1 > λ3.
  • Transitions from higher to lower energy levels give off radiation, such as from n=5 to n=2 emits higher frequency radiation.
  • Heisenberg's Uncertainty Principle states it is impossible to simultaneously determine the exact position and momentum of a particle.
  • Atomic orbital is a region in space where there is a high probability of finding an electron.
  • There are three p orbitals in an energy level.
  • The K and L shells contain one and four atomic orbitals, respectively.
  • 2s and 3s atomic orbitals differ in size.
  • 2s and 2p atomic orbitals have the same energy but differ in shape and spatial orientation.
  • The azimuthal quantum number reveals the shape of the atomic orbital.

Orbitals and Subshells

  • The 2p subshell has three atomic orbitals and can contain up to six electrons.
  • The 3d subshell contains five atomic orbitals.
  • Each atomic orbital can hold a maximum of two electrons.
  • The combination of quantum numbers n=2, l=1, and m₁=0 describes one atomic orbital.
  • 'Electron cloud' refers to the space where electrons may be found.
  • In its ground state, hydrogen's single electron is in the 1s subshell because it has the lowest energy.
  • The energy of 3s is greater than energy of 2p subshells.
  • A 3d atomic orbital has lower energy than a 4p atomic orbital because the sum of n + l is smaller for 3d.
  • The maximum number of electrons in each shell is determined by the Pauli Exclusion Principle.

Quantum Numbers and Atomic Structure

  • The maximum number of electrons with quantum numbers n=3, l=2 is 10 electrons
  • Maximum number of electrons with quantum numbers n=2, l=1, m₁=-1 is 2 electrons
  • The maximum number of electrons with quantum numbers n=3, l=3 is 0
  • Having two or more electrons with the same mₛ value in the same atomic orbital violates the Pauli Exclusion Principle.
  • The electron configuration of Carbon's L shell (2s, 2px, 2py, 2pz) is 2s² 2px¹ 2py¹.
  • For an atom with three electrons in the 2p subshell, the sum of the spin quantum numbers can be 3/2.
  • If element Σ has three electrons in the 2p subshell when in the ground state, then its atomic number is seven.
  • The smallest atomic number of an element with a total of 7 electrons in s orbitals in its ground state is 19.
  • Oxygen has two orbitals containing only one electron in its ground state.
  • Scandium's ground state electron configuration is 1s² 2s² 2p⁶ 3s² 3p⁶ 3d¹ 4s².
  • Hund's rule: configurations (II) and (IV) for oxygen do not obey Hund's rule.
  • Only configuration (IV) obeys the minimum energy principle for oxygen.
  • Configurations (I), (II), and (III) do not obey the Pauli Exclusion Principle for oxygen.
  • Electron configuration for the outer shell of phosphorus (Z=15) is shown in representation IV.
  • Fluorine is in an excited state with the electronic configuration 1s² 2s¹ 2p⁶.
  • The ions Mg²⁺ and F⁻ have electronic configurations (I) and (IV) respectively.
  • The statement describing the impossibility of simultaneous determination of position and momentum of a particle expresses the Heisenberg uncertainty principle

Periodic Table

  • An element is in the 3rd period if it has its outermost electrons in the M shell.
  • Aluminum (Al, Z=13) is in the 3rd period and 13th group.
  • An element belongs to the p-block if its highest energy electrons are in a p orbital.
  • The element with electronic configuration [Ar] 3d¹⁰ 4s² 4p⁵ belongs to the 4th period and 17th group.
  • Group IA (1) of the periodic table includes seven elements that feature ns¹ outer shell configurations.
  • Scandium, ²¹Sc, has the lowest atomic number of the d-block elements.
  • The s-block includes two groups with ns¹ or ns² outer electron configurations.
  • Transition elements are located in the d-block of the periodic table, spanning seven periods and ten groups.
  • Noble gases (ns² np⁶) belong to group 18 and there are six of them.
  • K (Z=19), Ti (Z=22), Cu (Z=29) and As (Z=33), only Ti and Cu belong to the transition elements.
  • Chemical bonds are formed because elements tend to transition to a more stable state with less energy.
  • Fluorine, ₉F, has the smallest atomic radius among the options.
  • Rubidium, ₃₇Rb, has the largest size among the options.
  • Potassium, ¹⁹K has the smallest first ionization energy (E1).
  • Oxygen, ₈O is the only element that is not electropositive.
  • Caesium, ₅₅Cs, turns more easily into a cation.

Matching exercises

  • Heisenberg: there is an impossibility in determining the location and the momentum of the electron
  • De Broglie: Moving matter particles also act like waves
  • Planck: electromagnetic radiation energy is quantized
  • Bohr: electrons orbit the nucleus in circle shaped paths of specific radius
  • The subshell L and M has possible quadruple values
  • The quantum number column (II) corresponds to the items described in the "what it defines" list (III)
  • The 3 items define the atomic orbitals
  • ⅗ relates principal quantum number
  • The 4th item defines the spin of the electron
  • Link up the primary quantum number digit in column (II) with the number of atomic orbitals listed
  • With the number of the underlays digit in column (II)
  • Attach each layer or sublevel of column (II) to the maximum number of single electrons that can be contained in the column (I)
  • And to the maximum number of electronic pairs that this may include

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