^Parallel combinations of two springs

^Parallel combinations of two springs

Force exerted at one end is distributed undiminished to other end, but divided between the two springs, so that both spring undergoes same displacement.

^Continuous X-rays

^Continuous X-rays

If the fast incident electrons undergo rapid deceleration by the electric field of the target then continuous (as having all sorts of wavelength) X-rays X-rays also called Bremsstrahlung X-rays are produced. This is the result of the inverse photoelectric effect, as the KE of the incident electrons is transformed into energy of X-ray photons. The minimum wavelength of continuous X-ray is:

^Series combinations of two springs

^Series combinations of two springs

Force exerted at one end is distributed undiminished to other end, consequently same restoring force is developed in both the springs & the spring having more k undergoes less displacement.

 

^Production of X – rays

^Production of X – rays

If the fast electrons incident on entering a heavy target (a metal piece of high atomic weight & high melting point) X-rays are produced.

Coolidge tube is used in the production of X-rays. It is a hard glass evacuated tube (EGT). One end of the tube has a tungsten filament emitting fast moving electrons (also called cathode rays), while the other end contains the heavy target (HT).

A p.d. » 20 kV is maintained between the cathode and a metallic target accelerates the electrons toward the latter.  In the Coolidge tube it is necessary to maintain vacuum of high order (P = 106 cm of Hg) so that the electrons may not lose energy due to the collisions with gas atoms. Majority part of the KE of the incident electrons is wasted in heating the anode & hence the X-ray production requires targets with high melting such as tungsten. Also cooling of target is required. The efficiency of production of X-rays less than 1%.

X-rays are produced by following two mechanisms

^Properties of X –rays

^Properties of X –rays

  1. EM with wavelengths from about 1 A0 to 100 A0.
  2. Travel in straight lie with speed of light.
  3. Can under go reflection, refraction, diffraction, interference & polarization.
  4. Not deflected by electric & magnetic fields.
  5. Produce flourescence.
  6. Affect photographic plates.
  7. Show photoelectric effect.
  8. Can Ionize the gases, destroy animal tissue & white blood cells.
  9. Penetrate through different depths into different substances.
  10. Don’t pass through heavy metals and bones. If such objects are placed in their path, they cast their shadow.

^Isotones

^Isotones

Are the atoms:

having same: nn

But different: A, Z, ne, np NN

Examples:  1. 1H2 & 2He3              2. 1H3 & 2He4

3. 3Li7 & 4Be8            4. 17Cl37 & 19K39

Symbols used: ne = Number of electrons

np = Number of protons

nn = Number of neutrons

NN = Number of nucleons

A = Mass Number

Z = Atomic Number

^Spring force, Fsp

^Spring force, Fsp

A spring because of its elasticity has a tendency to resist its deformation (compression or stretching, x). It does so by producing a force that restores it back to its relaxed position, this force is called the spring force & varies linearly with the deformation given to spring.

Fsp = – kx for x << L.

 

Here k is called stiffness constant or force constant or elastic factor of the spring. It depends inversely on the length of the spring & directly on the elasticity (Young’s modulus, Y) of material used in making the spring.

A is area of cross sectional of the material.

Using this property we can say that.

a. If a spring is cut into n equal parts then force constant of each part will be nk.

b. If a spring of length ‘L’ is cut into two parts whose lengths are in ratio L1 : L2, then the force constants will be:

 

 

^Isobars

^Isobars

Are the atoms:

having same:  A, NN, Physical properties

But different: Element, Z, ne, np , Chemical properties

Examples:    1.  1H3 & 2He3                       2. 6C14 & 7N14

3.  8O17 & 9O17                     4. 11Na22, 10Ne22

5. 20Ca40 & 18Ar40                    6. 17Cl37 & 16S37

^Isotopes

^Isotopes

Are the atoms:

having same: elements, Z, ne , np Chemical properties

But different: A, nn, NN, Physical properties

Examples:  1. 1H1, 1H2, 1H3               2. 2He3, 2He4, 2He6

                  3. 8O16, 8O17, 8O18         4. 10Ne20, 10Ne21, 10Ne22

^Important masses

^Important masses

mn > mp ( slightly) mp > > me , mp » 1836 me

error: Content is protected !!
Call 9872662552