Nuclear Equations: Alpha Decay

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Questions and Answers

Write a nuclear equation for the alpha decay of $^{231}_{91}Pa$.

$^{231}{91}Pa \rightarrow ^4_2He + ^{227}{89}Ac$

Write a nuclear equation for the beta decay of $^{223}_{87}Fr$.

$^{223}{87}Fr \rightarrow ^0{-1}e + ^{223}_{88}Ra$

Write a nuclear equation for the alpha decay of $^{149}_{62}Sm$.

$^{149}{62}Sm \rightarrow ^4_2He + ^{145}{60}Nd$

Write a nuclear equation for the beta decay of $^{165}_{61}Pm$.

<p>$^{165}<em>{61}Pm \rightarrow ^0</em>{-1}e + ^{165}_{62}Sm$</p> Signup and view all the answers

Write a nuclear equation for the alpha decay of $^{249}_{101}Md$.

<p>$^{249}<em>{101}Md \rightarrow ^4_2He + ^{245}</em>{99}Es$</p> Signup and view all the answers

Write a nuclear equation for the beta decay of $^{198}_{85}At$.

<p>$^{198}<em>{85}At \rightarrow ^0</em>{-1}e + ^{198}_{86}Rn$</p> Signup and view all the answers

Write a nuclear equation for the beta decay of $^{152}_{54}Xe$.

<p>$^{152}<em>{54}Xe \rightarrow ^0</em>{-1}e + ^{152}_{55}Cs$</p> Signup and view all the answers

Flashcards

Alpha Decay

A nuclear reaction where an alpha particle is emitted.

Beta Decay

A nuclear reaction where a beta particle (electron or positron) is emitted.

$^{231}_{91}Pa$

An isotope of Protactinium with 91 protons and 231 total nucleons.

$^{223}_{87}Fr$

An isotope of Francium with 87 protons and 223 total nucleons.

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$^{231}_{91}Pa \longrightarrow 2^4He + ^{227}{89}Ac$

Alpha decay of Protactinium-231 results in Helium-4 and Actinium-227.

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$^{223}_{87}Fr \longrightarrow {-1}^0e + ^{223}{88}Ra$

Beta decay of Francium-223 results in an electron and Radium-223.

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$^{149}_{62}Sm$

An isotope of Samarium with 62 protons and 149 total nucleons.

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$^{149}_{62}Sm \longrightarrow 2^4He + ^{145}{60}Nd$

Alpha decay of Samarium-149 results in Helium-4 and Neodymium-145.

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$^{165}_{61}Pm$

An isotope of Promethium with 61 protons and 165 total nucleons.

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$^{165}_{61}Pm \longrightarrow {-1}^0e + ^{165}{62}Sm$

Beta decay of Promethium-165 results in an electron and Samarium-165.

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$^{249}_{101}Md$

An isotope of Mendelevium with 101 protons and 249 total nucleons.

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$^{249}_{101}Md \longrightarrow 2^4He + ^{245}{99}Es$

Alpha decay of Mendelevium-249 results in Helium-4 and Einsteinium-245.

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$^{146}_{62}Sm$

An isotope of Samarium with 62 protons and 146 total nucleons.

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$^{146}_{62}Sm \longrightarrow 2^4He + ^{142}{60}Nd$

Alpha decay of Samarium-146 results in Helium-4 and Neodymium-142.

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$^{198}_{85}At$

An isotope of Astatine with 85 protons and 198 total nucleons.

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$^{198}_{85}At \longrightarrow {-1}^0e + ^{198}{86}Rn$

Beta decay of Astatine-198 results in an electron and Radon-198.

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$^{150}_{64}Gd$

An isotope of Gadolinium with 64 protons and 150 total nucleons.

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$^{150}_{64}Gd \longrightarrow 2^4He + ^{146}{62}Sm$

Alpha decay of Gadolinium-150 results in Helium-4 and Samarium-146.

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$^{120}_{55}Cs$

An isotope of Cesium with 55 protons and 120 total nucleons.

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$^{120}_{55}Cs \longrightarrow {-1}^0e + ^{120}{56}Ba$

Beta decay of Cesium-120 results in electron and Barium-120.

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Study Notes

  • Nuclear equations are representations of nuclear reactions, showing how nuclei change during radioactive decay or other nuclear processes.

Alpha Decay Equations

  • Alpha decay involves the emission of an alpha particle (Helium-4 nucleus) from a radioactive nucleus, reducing the atomic number by 2 and the mass number by 4.
  • Protactinium-231 (²³¹Pa) undergoes alpha decay to form Actinium-227 (²²Ac) and an alpha particle (⁴₂He): ²³¹Pa → ⁴₂He + ²²⁷Ac
  • Samarium-149 (¹⁴⁹Sm) undergoes alpha decay to form Neodymium-145 (¹⁴Nd) and an alpha particle (⁴₂He): ¹⁴⁹Sm → ⁴₂He + ¹⁴Nd
  • Mendelevium-249 (²⁴⁹Md) undergoes alpha decay to form Einsteinium-245 (²⁴Es) and an alpha particle (⁴₂He): ²⁴⁹Md → ⁴₂He + ²⁴Es
  • Samarium-146 (¹⁴⁶Sm) undergoes alpha decay to form Neodymium-142 (¹⁴²Nd) and an alpha particle (⁴₂He): ¹⁴⁶Sm → ⁴₂He + ¹⁴²Nd
  • Gadolinium-150 (¹⁵⁰Gd) undergoes alpha decay to form Samarium-146 (¹⁴Sm) and an alpha particle (⁴₂He): ¹⁵⁰Gd → ⁴₂He + ¹⁴Sm

Beta Decay Equations

  • Beta decay involves the emission of a beta particle (electron) from a radioactive nucleus, increasing the atomic number by 1 and keeping the mass number the same.
  • Francium-223 (²²³Fr) undergoes beta decay to form Radium-223 (²²³Ra) and a beta particle (⁰₋₁e): ²²³Fr → ⁰₋₁e + ²²³Ra
  • Promethium-165 (¹⁶⁵Pm) undergoes beta decay to form Samarium-165 (¹⁶Sm) and a beta particle (⁰₋₁e): ¹⁶⁵Pm → ⁰₋₁e + ¹⁶Sm
  • Astatine-198 (¹⁹⁸At) undergoes beta decay to form Radon-198 (¹⁹⁸Rn) and a beta particle (⁰₋₁e): ¹⁹⁸At → ⁰₋₁e + ¹⁹⁸Rn
  • Xenon-152 (¹⁵²Xe) undergoes beta decay to form Cesium-152 (¹⁵²Cs) and a beta particle (⁰₋₁e): ¹⁵²Xe → ⁰₋₁e + ¹⁵²Cs
  • Cesium-120 (¹²⁰Cs) undergoes beta decay to form Barium-120 (¹²⁰Ba) and a beta particle (⁰₋₁e): ¹²⁰Cs → ⁰₋₁e + ¹²⁰Ba

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