Atomic Structure and Theory

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Last updated 9:22 PM on 9/26/26
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34 Terms

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Electromagnetic Spectrum

range of all types of electromagnetic radiation, organization by frequency, wavelength or energy

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term image

electromagentic spectrum

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<p>Important equations to know about electromagnetic spectrum</p>

Important equations to know about electromagnetic spectrum

  • c- speed of light in a vaccum

  • v - frequency (Hz)

  • E - Energy (J)

  • λ - wavelength (nm = 10^-9 m)


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Subatomic particles found in atom

  • proton (+)

  • neutron

  • electron (-)


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Who theorized quantun theory

Max Planck

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Quantum theory (Max Planck)

  • Energy is quantized (discontinuous)

  • Photon is a discrete packet (quantum of energy

  • E= hv

  • helped discover Photoelectric Effect


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<p></p>


  • E - Energy (J)

  • h - Plank’s constant (6.626 X 10-34 Js)

  • v - Frequency


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Photoelectric effect

  • when light of a specific wavelengt, hits a material (ex. metal plate) causing it to emit electrons

  • energy is quantized


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Who discovered photoelectri effect

  • Heinrich Rudolf Hertz - 1887

  • Albert Einstein (1905) - Nobel Prize (1921)


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When will a photon be ejected (photoelectric effect)

  • Ephoton > Ethreshold

  • Ethreshold - (Φ) Energy threshold that must be reached for a photon to be ejected


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number of e ejected from on photon (threshold reached)

1

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What happens if Ephoton > Φ

excess evergy goes toward the kinetic energy

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Equtions for Ephoton

  • KEelecton- Kinetic energy of electron

  • u - velocity of ejected photoelectron

  • m - mass of ejected photoelectron (9.109 × 10-31kg)


<ul><li><p>KE<sub>electon</sub>- Kinetic energy of electron</p></li><li><p>u - velocity of ejected photoelectron</p></li><li><p>m - mass of ejected photoelectron (9.109 × 10<sup>-31</sup>kg)</p></li></ul><p></p>
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Energy transmission in hydrogen

knowt flashcard image
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Emission

  • higher orbital lever → lower orbital level

  • exicted state → lower state

  • light emited after passig through a material

  • M* -> M + hv 


<ul><li><p>higher orbital lever → lower orbital level</p></li><li><p>exicted state → lower state</p></li><li><p>light emited after passig through a material</p></li><li><p><span style="background-color: inherit; line-height: 20.7px; color: windowtext;">M* -&gt; M + hv</span><span style="line-height: 20.7px; color: windowtext;">&nbsp;</span></p></li></ul><p></p>
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Absorption

  • lower orbital lever → higher orbital level

  • lower state → excited state

  • light absorbed when passig through a material

  • M + hv → M*


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Equation for energy at a specifc energy level

n - energy lever

RH = 2.179 × 10-18J

<p>n - energy lever</p><p>R<sub>H</sub> = 2.179 × 10<sup>-18</sup>J</p>
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Equations for a change in energy

  • RH = 2.179 × 10-18J


<ul><li><p>R<sub>H</sub> = 2.179 × 10<sup>-18</sup>J</p></li></ul><p></p>
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Energy of poton equation

  • always positive


<ul><li><p><strong>always positive</strong></p></li></ul><p></p>
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<p>Suns Emission Spectrum</p>

Suns Emission Spectrum

  • large spectrum of light

  • mostly UV and infrared light


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Types of UV rays emmited by the sun

  • UVA

  • UVB

  • UVC


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Which UV Rays reach earth

  • UVA

  • UVB


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UV radiation and inteaction with atomsphere

  • mostly absorbed in atosphere

    • some reach earth (UVA and UVB)


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body’s response to UV Radiation

produce melanin (dark pigment) to filter UVA Radiation

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Chrinic exposure to UV rays can lead to…

  • skin cancer

  • cataracts

  • genetic mutations


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Electronic transitions in a molecule

absorption of light

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physical sunscreens

remain on skin surface and reflect UV rays

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Chemical Sunscreen

molecules that absorb UV Radiation before radiation reaches dermis (the skin)

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Semiconductors

electrons must be excited from low E valence bond → higher energy conduction band

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What is wave particle duality in simple terms

  • waves display particle-like properties

  • particles display wave like properties


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Who discovered wave particle duality

  • J.J. Thomson

  • George Thomson


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Principal quantum number (n)

  • orbital energy + distance from the nucleus

  • larger → further from nucleus + higher E

  • n = 1,2,3…


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Orbitqal angular momentum quantum number (l)

  • orbital shape

  • l = 0,1,2…(n-1)

  • 0 = s, 1 = p, 2= d, 3 = f

  • # l values = # subshells within a shell


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magnetic quantum number

  • orbital orientation

  • ml = -l …0…l

  • # ml values = 2l+1