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Animated Solution for Physics - Atoms and Nuclei: Which of the following cannot be emitted by radioactive substances during their decay?

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Visualized Solution

  • Radioactive decay is the process by which an unstable atomic nucleus loses energy by radiation.
  • Standard decay modes include , , and decay.

  • In -decay, the nucleus emits an alpha particle.
  • An alpha particle is a Helium nucleus ().

  • In -decay, a neutron converts into a proton or vice-versa.
  • This process emits electrons () or positrons (), along with antineutrinos () or neutrinos ().

  • In -decay, the nucleus transitions from a higher energy state to a lower energy state.
  • It emits high-energy photons (gamma rays).

  • Standard radioactive decay does not involve the emission of isolated protons.
  • Therefore, protons cannot be emitted by standard radioactive substances during their decay.

The Sigma Insight: Radioactivity

The Quest for Stability

Imagine a crowded room where everyone is packed too tightly, and the energy is just too high. Eventually, people will start leaving to make the room more comfortable. This is exactly what happens inside an unstable atomic nucleus. Radioactivity is the natural process by which an unstable nucleus loses excess energy to reach a more stable, relaxed state.
To achieve this stability, the nucleus acts like a tiny cannon, firing off particles or packets of pure energy. In the standard model of natural radioactivity, there are three primary ways a nucleus can decay: -decay, -decay, and -decay. Let us explore what each of these 'escape routes' entails.

The Three Musketeers of Decay

First, we have -decay. When a nucleus is simply too massive, it spits out an -particle. But what is an -particle? It is a tightly bound cluster of two protons and two neutrons. If you look at the periodic table, this is exactly the nucleus of a Helium atom (). So, radioactive substances absolutely can emit Helium nuclei.
Next is -decay. This happens when the ratio of protons to neutrons in the nucleus is off-balance. To fix this, a neutron might magically transform into a proton, or vice versa! When this transformation occurs, the nucleus shoots out a high-speed electron () or its antimatter twin, a positron (). But that is not all—to perfectly balance the cosmic books of energy and momentum, a ghostly, nearly massless particle called a neutrino ($ u$) or antineutrino ($\bar{ u}$) is also emitted. Thus, both electrons and neutrinos are standard emissions.
Finally, there is -decay. Sometimes, after an or decay, the nucleus is still 'excited' or vibrating with excess energy. It calms down by releasing a burst of pure electromagnetic energy called a -ray photon. No physical particles are lost here, just pure energy.

Why Not Protons?

So, we have accounted for Helium nuclei, electrons, and neutrinos. What about protons?
In standard natural radioactivity, a nucleus does not just spit out a lone proton. The strong nuclear force, which glues protons and neutrons together, is incredibly powerful. Ejecting a single proton requires a very specific and extreme set of conditions that are not found in typical radioactive decay chains. While 'proton emission' does exist in highly artificial, extremely proton-rich synthetic isotopes created in labs, it is not considered a standard emission of naturally occurring radioactive substances.
Therefore, among the given choices, protons are the particles that cannot be emitted by standard radioactive substances during their decay.

Similar Questions

LEVELJEE Main

At a specific instant, emission of radioactive compound is deflected in a magnetic field. The compound can emit (i) electrons (ii) protons (iii) He (iv) neutrons The emission at the instant can be

(A)
(i), (ii), (iii)
(B)
(i), (ii), (iii), (iv)
(C)
(iv)
(D)
(ii), (iii)
LEVELBoard

Beta rays emitted by a radioactive material are

(A)
electromagnetic radiations
(B)
the electrons orbiting around the nucleus
(C)
charged particles emitted by the nucleus
(D)
neutral particles
LEVELJEE Main

The electron emitted in beta radiation originates from

(A)
inner orbits of atom
(B)
free electrons existing in nuclei
(C)
decay of a neutron in a nucleus
(D)
photon escaping from the nucleus
LEVELBoard

Which of the following is a correct statement ?

(A)
Beta rays are same as cathode rays
(B)
Gamma rays are high energy neutrons
(C)
Alpha particles are singly ionized helium atoms
(D)
Protons and neutrons have exactly the same mass
LEVELBoard

In gamma ray emission from a nucleus,

(A)
both the neutron number and the proton number change
(B)
there is no change in the proton number and the neutron number
(C)
only the neutron number changes
(D)
only the proton number changes
LEVELJEE Main

During a negative beta decay,

(A)
an atomic electron is ejected
(B)
an electron which is already present within the nucleus is ejected
(C)
a neutron in the nucleus decays emitting an electron
(D)
a part of the binding energy of the nucleus is converted into an electron
JEE Advanced 2023
LEVELJEE Main

List-I shows different radioactive decay processes and List-II provides possible emitted particles. Match each entry in List-I with an appropriate entry from List-II, and choose the correct option.

List-I

(P)
(Q)
(R)
(S)

List-II

(1)
one particle and one particle
(2)
three particles and one particle
(3)
two particles and one particle
(4)
one particle and one particle
(5)
one particle and two particles
LEVELJEE Main

Statement I A nucleus having energy decays be emission to daughter nucleus having energy , but rays are emitted with a continuous energy spectrum having end point energy . Statement II To conserve energy and momentum in -decay, atleast three particles must take part in the transformation.

(A)
Statement I is false, Statement II is true
(B)
Statement I is true, Statement II is false
(C)
Statement I is true, Statement II is true; Statement II is the correct explanation of Statement I
(D)
Statement I is true, Statement II is true; Statement II is not the correct explanation of Statement I
LEVELJEE Main

In the nuclear process, , stands for ........ .

LEVELJEE Main

The energy spectrum of -particles [number as a function of -energy ] emitted from a radioactive source is

(A)
(B)
(C)
(D)