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Artificial Radioactivity Artificial Radioactivity

Artificial Radioactivity - PowerPoint Presentation

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Artificial Radioactivity - PPT Presentation

Artificial Radioactivity And Qvalue Consider the nuclear reaction   11 Na 23 α 13 Al 27 12 Mg 26 1 H 1   Z X A α Z2 C n ID: 464900

radiation energy electron particle energy radiation particle electron particles electrons charged nucleus loss atomic reaction elements product 239 material

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Slide1

Artificial RadioactivitySlide2

Artificial Radioactivity And Q-value

Consider the nuclear reaction:

 

11

Na

23

+ α → [

13

Al

27

] →

12

Mg

26

+

1

H

1

 

Z

X

A

+ α → [

Z+2

C

n

A+4

] →

Z+1

Y

A+3

+

1

H

1

Target Compound Product

nuclei

 

The above reaction is an example for (α, P) reactions.Slide3

Consider a nuclear reaction represented by the equation:

x + X → Y + y

Bombarding

Target Product

Product

particle nucleus nucleus particleAssume that the target nucleus is at rest and has no K.E.The total energy of a particle atom = R.E + K.E. Rest energySlide4

(E

x

+ m

x

C

2) + MXC2 = (EY + MYC2) + (E

y + myC2) (1)

K.E R.E R.E K.E R.E K.E R.E

The difference between K.E of the products of the reaction and that of the incident particle is called the energy balance of the reaction or Q-value. 

Q = EY + Ey – Ex

 In terms of the masses: EY +

Ey – Ex = (MX +

m

x

– MY – my) C2 From equation (1): Q = EY + Ey – Ex = (MX + mx – MY – my) C2Slide5

If the value of Q is +

ve

, the K.E of the products is greater than that of the reactant, and the reaction is said to be exothermic or

exogeric

.

 If Q is -ve, the reaction is endothermic or endoergic. The Q-value is one of the main sources of information about nuclear properties.From the Q-value and the known atomic mass of B11, He4, and N

14, the mass of the neutron can be obtained (Chadwick).Slide6

The transuranium elements

Artificial radioactivity can be achieved not only with isotopes of elements but also with

transuranium

elements.

 

These are elements of atomic no. greater than 92.These elements have been generated by bombarding U (238) with neutrons or α-particles.   

EX: 92U238 +

0n1 → (92U

239)* + γ  (

92U239)* →

93Np239 + -1β0

; Np: Neobium. 

(

93Np239)* → 94Pu239 + -1β0 ; Pu: Plutonium.Slide7

All of the

transuranium

elements are radioactive, all are α-emitters and some both α-emitters and β-emitters.

The most important of these elements from the point of view of nuclear engineering is plutonium (239) because of its usefulness as a nuclear fuel. Slide8

Alpha decaySlide9

1- The velocity and energy of alpha particles:

The method that gives the velocity and energy of α-particles depends on the measurement of the defection of the paths of the particles in a magnetic field.

 

When a charged particle moves in a magnetic field, its orbit is a circle whose radius is determined from the relation:

qBv = Mv2 / r   Also,

v = qBr / MSlide10

The velocity can be determined if the strength of the magnetic field is known and if the radius of the orbit is measured.

Also, the

k.e

= 1/2 Mv

2

Slide11

2- Nuclear energy levels (disintegration energy):

The total energy change in an α-decay process is called α-disintegration energy.

  When an α-particle is emitted, the product, or residual nucleus, carrying with it a certain amount of energy.

The α-disintegration energy is the sum of kinetic energies of the α-particle and the product nucleus, and is found as follows:

From the low of conservation of momentum:

  MV = MrV

r   Mass of Its Mass of Product

α-particle velocity product velocitySlide12

 

V

r

= (M /

Mr) V → (1) The α-disintegration energy is: Eα = 1/2 MV2 + 1/2 Mr

Vr2  

Substitute from equation (1):  Eα

= 1/2 MV2 + 1/2 Mr [(M2

/Mr2) V2]

  Eα = 1/2 MV2

[1 + (M/Mr)]  Slide13

Interaction of Radiation with MatterSlide14

The interaction of radiation with matter depends on:

i

) The type and energy of the incident radiation.

ii) The chemical and physical properties of the target material.

iii) The manner in which the incident radiation interacts with the material.

This section contains the mechanisms by which ionizing radiation interacts and loses energy as it moves through matter. This subject is extremely important for radiation measurements because the detection of radiation is based on its interactions and the energy deposited in the material of which the detector is made. Therefore, to be able to build detectors and interpret the results of the measurement, we need to know how radiation interacts and what the consequences are of the various interactions.Slide15

For the discussion that follows, ionizing radiation is divided into three groups:

Charged particles: electrons (

e

-

), positrons (

e+), protons (p), deutero- ns (d) , alphas (α), heavy ions (A > 4).Photons: gammas (γ) or X-rays.

Non-charged particles: Neutrons (n).This classification is convenient because each group has its own characteristic properties and can be studied separately.Slide16
Slide17
Slide18

Mechanisms of Charged-Particle Energy Loss

Heavy charged particles, such as alpha particle, interact with matter primarily through coulomb forces between their positive charge and the negative charge of the orbital electrons of the absorbed atoms. Although interactions of the particle with nuclei as in Rutherford scattering or alpha particle induced reactions are also possible, such encounters occur only rarely and they are not normally significant in the response of radiation detectors. Instead, charged particle detectors must rely on the results of interactions with electrons for their response.Slide19

Upon entering any absorbing medium, the charged particle immediately interacts simultaneously with many electrons. The electron feels an impulse from the attractive coulomb force as the particle passes its vicinity. This impulse may be sufficient either to raise the electron to a higher-lying shell within the absorber atom (excitation) or to remove the electron from the atom (ionization).

 Slide20

On the other hand, when energetic electrons penetrate materials, they lose energy by two mechanisms:

Collision loss

, where energy is given to electrons in the atoms of the material, and

radiation loss

involving the conversion of electron kinetic energy to photons of X-radiation in the field of an atomic nucleus. As the incident electron traveling through the material, it might pass by a particular atom in about 10

-18 s so it is able to exert large coulomb forces on the atomic electrons and impart energy to them. The energy transfer may be sufficient to allow the electron to leave the parent atom, and so cause ionization, which is completed within about 10-15 s. Alternatively, the atomic electron may be excited to a higher state. These inelastic collisions are the most important mechanisms of energy loss. Slide21

Emission of radiation is a mechanism for electron energy loss at high kinetic energies where the electron behavior is relativistic. An electron in the electrostatic field of an atomic nucleus can experience a large acceleration. The rate of energy loss due to radiation increases with the atomic number of the absorbing material and the kinetic energy of the electron. This energy is lost in the form of a photon of X-radiation, often referred to as

bremsstrahlung

, or braking radiationSlide22

In other words:

Charged particles traveling through matter lose energy in the following ways:

In Coulomb interactions with electrons and nuclei.

By emission of electromagnetic radiation (

bremsstrahlung

).By emission of Cerenkov radiation. Cerenkov radiation is visible electromagnetic radiation emitted by particles traveling in a medium, with speed greater than the speed of light in that medium. It constitutes a very small fraction of energy loss.