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Glimpse of Clinical Radiobiology
Teaching Course
Prof Manoj Gupta
Indira Gandhi Medical College, Shimla
Ionizing Radiation
• Ionizing Radiation is capable of producing ion pairs
by interaction with matter.
• Two Types.
–Electromagnetic Radiation eg. X-rays and g-rays
–Particulate Radiation eg. Electron, Proton,
Neutron, charged Nuclei, a-particles.
• Important biologically since ionization is
the property which bring death to a cell.
Incidence Beam
Exit Beam
Radiation and Matter
•When Radiation passes through matter, the exit
beam has lower intensity than the incident beam.
Scattering
Absorption
Attenuation
Detector
Attenuation
• Depends upon:
– Thickness of the Material a T
– a Atomic Number of the material through
which it passes
– a Density of the material
– Inversely proportional to the energy of the
photons (1/E)
Attenuation is an EXPONENTIAL
function of the thickness of the matter.
1 cm 1 cm 1 cm 1 cm
100 -10 = 90 rad 90-09=81rad 81-8.1=72.9rad 72.9-10%
Exponential Attenuation
Addition of the same thickness of the material will reduce the intensity by same
fraction and not by same number. This is called exponential relationship.
10% 10% 10% 10%
100 Rad
Excitation
Ionization
Excitation vs. Ionization
Photoelectric absorption
Occurs with bound electrons
Photon disappear completely and part of its
energy is utilized to dislodge the bound electron and
rest is given to dislodged electron as kinetic energy.
Photon Energy = Binding energy + KE
Eg. 100kv = 40 kv + 60kv
Bound Electron
Differential absorption in body
• a Z3
(Atomic Number)
• Bones are more likely to absorb radiation
– This is why they appear white on the film
• Soft tissue absorbs less than bone
– These structures will appear gray on the film
• Air-containing structures such as lungs absorbs least.
– These structures will appear black on the film
Diagnostic Radiology
a 1/E3
( Energy of the photon)
Low Energy X-rays are used in Diagnostic Radiology (KEV)
Therapeutic Radiology
• This interaction is unsuitable for radiotherapy as
differential absorption will results into more
radiation dose to bones as compare to other tissues
and bone exert a shielding effect which will results
into more osteo-necrosis and less dose to tumor
present behind the bone because of shielding
effect.
Pteris longifolia (fern spore)
– Raymond E. Zircle
Eccentric nucleus
Cytoplasm
Germination
Aluminum foil
Polonium α -particle
WITH SMALL DOSES OF
RADIATION TO THE NUCLEUS
•Inhibition of germination
•Chlorophyll development
•Cracking of spore coats
Journal of Cellular and Comparative Physiology
Volume 2, Issue 3, pages 251–274, December 1932
Aluminum Foil
Repair
How Radiation Injury is manifested
No effect
Lethal
Damage Cell Death
Few days
to wks
Few cells killed :
Organism will heal &
survives
More cells killed:
Organism may be
survived with
prolonged
symptoms
Large no. cells killed:
Organism will perish
Mis-Repair
Mutation
Somatic Cancer
Few Years
Germ cell Genetic defect
Generation
What is a cell survival curve?
• A cell survival curve is a graphical representation of
the fraction of cells surviving a given dose of
radiation
• This graph is obtained by plotting the dose along the
linear x-axis and the surviving fraction along the
logarithmic y-axis
Linear X-Axis
Logarithmic
Y-Axis
Steeper the slope, higher the
sensitivity and vice versa
Do
Remember:-
2. Slope of the curve represent the radiation sensitivity
.20
.70
.05
.30
D10 is the dose required to reduce the survival fraction to 10% = e-1
D0 is the dose required to reduce the survival fraction to 37% = e-1
2D0 is the dose required to reduce the survival fraction to two
exponential reduction i.e. 2D0 = e-2 (37% x 37%)
=(.37 x .37)
3D0 = e-3 (.37 x .37 x .37)
SF = e-D/D0
Total dose of Radiation
dose which reduces the
survival fraction to 37%
The D0 Dose
SF = e-D/D0
If D = D0
SF = e-D0/D0 = e-1
If D = 2D0
SF = e-2D0/D0 = e-2
If D = 3D0
SF = e-3D0/D0 = e-3
The D0 Dose
Total dose of Radiation
dose which reduces the
survival fraction to 37%
Dose
SF
1
.1
.01
.001
.0001
D
10
D
10 D
10
D
10
D
10
D
10
D
10
D
10
D
10
D
10
Graphical Representation showing SF is an exponential function of the Dose of Radiation
e-1
e-2
e-3
e-4
Remember
“If cell survival curve is a straight line
on semi-log graph, then it represent a
exponential relationship. A Curvy cell
survival curve reflects that it is not a
exponential relationship”
Dose
SF
B
Initial portion is
continuously bending
at low dose region till
it reaches at point B.
Mammalian Cell Survival Curve1
.1
.01
.001
.0001
At higher dose
region the curve
becomes a straight
line.
Not Exponential
Exponential
• Each cell contain more than one target (may be assumed n
number of target and n may be any number more than one)
• In order to bring cell death by radiation, all the target should
be deactivated.
• If n-1 targets are hit then cell survives.
• There are two type of cell killing taking place simultaneously
to inactivate n target resulting into cell death.
– Cell kill by single hit event (SHE)
– Cell kill by multiple hit event (MHE)
Low Dose Region
High Dose Region
Multi Target Model
SF
Dose
Multi Target Model
As dose increases the
probability of deactivation
of n target by MHE also
increases and MHE also
start contributing in total
cell kill.
The curve keeps bending
with increasing dose as
contribution in cell kill by
MHE keeps increasing
Low Dose High Dose
Dose(GY)
SF
1
.1
.01
.001
.0001
Single hit kill or Linear Cell kill or Alpha
cell kill seen in low dose region
Effect = aD
SF = e - aD
1 2 3 4 5 6 7 8 9 10 11 12 13 14
Shoulder
Effect a D
This term represent the probability
of inactivating two strands of DNA
by single radiation event.
Linear Quadratic model (LQ Model)
Linear Kill
Less curvy or small shoulder or less repair capacity
More curvy or Broad shoulder or large repair capacity
Early
Reacting
Tissue or
Tumor
Late Reacting Tissue or Tumor
Cell Survival Curve of Early and Late Reacting Tissues
SF
Dose
• Fraction size (Dose per fraction)
• Turnover (proliferative status)
• Overall treatment time.
• Organization of functional subunit in the
organ.
Recovery from Radiation Injury in
Spinal Cord
• Spinal Cord remember the
irradiated dose.
• With time cord start forgetting
the irradiated dose.
How much dose is remembered, depends
upon the RT Dose delivered to spinal cord
during first treatment.
Time of Re-irradiation
Clinical Application of
BED
Concomitant boost:
30 x 1.8Gy in 6 weeks, 5 days
per week
Total dose = 54Gy
12 x 1.5 Gy in 2 and ½ week
Total dose = 18Gy
Total Dose to the tumor will be
54 + 18 = 72 Gy in 6 weeks.
Increase in cell cycle time
Less proliferation
Less repopulation
No difference
10% difference
Chemo-Radiation
Conventional RT
British Columbia Study
DHANCA Trial
10-12% difference
IAEA Trial
12% difference
12% difference
Hypothesis
Radiobiology of
SRS/SBRTNon Fractionated RT
20 Gy to 60 Gy given in single fraction or 2-5
fractions
Benign and Malignant Diseases
PTV
CTV
GTV
Normal Tissue
Red Shell
Serial critical
structures
Inner Red shell
Outer Red shell
Dip because of
careful
planning
bulge
New Biology of High dose RT
• Vascular/ Stromal damage at
high dose.
• Stem Cell death at high dose.
“Double Trouble”
Prescribed Dose to spinal cord
25 fractions of 2Gy = 50Gy
Hot spot: 110%
Physical dose: 55Gy
Dose per fx = 2.2 Gy
Biological dose: 60.5Gy
Factors affecting the cell survival
curves
• Fractionation
• Oxygen
• Cell Cycle
• Type of Radiation (high LET or Low LET)
• Type of cells
• Type of species
100 cells
100 cells
100 cells
10 Colonies 12 Colonies 14 Colonies
200 cGy
100 cGy
100 cGy
66.6 cGy
66.6 cGy
66.6cGy
Total Dose = Same
Interval between
fraction = Same
No of fraction = different
As the no of fraction is increased the colony
counted also increases
Repair of sub-lethal damage takes place between
fractions
Had there been no repair of damage, the total
dose would have resulted into same cell kill
irrespective of fractions
Repair of sub lethal damages
Fractionated RT
Single Fx
Multiple Fx
Shallower
Less
Sensitivity
Radiation
less effective
SLDR
10 Fx 20 Fx 30 Fx
Therapeutic Advantage
Low a/b (Spinal Cord)
Low a/b (Spinal Cord)
Low a/b (Spinal Cord)
High a/b (Tumor) High a/b (Tumor)
High a/b (Tumor)
As number of fraction increases, the gap between two curve also
increases.
So total dose of radiation will be more damaging to the tumor than
to the normal tissues
Fractionation is the most effective measures
to increase the therapeutic ratio.
Dose Rate Effect
SF
Dose
As No of Fraction Increases, Dose per Fc decreases
SHE(a) MHE(b)
SHE(a) increases MHE(b) decreases
All cell Kill SHE(a)
No contribution by MHE(b)
The effect of oxygen is seen more in
terminal portion of the curve and less in
shoulder region.
Or we can say that oxygen effect is
seen more in high dose region than low
dose region.
Effect of Oxygen on cell survival curve
SF
Dose
Oxic
hypoxic
Low Dose
Region
High Dose
Region
Why ??
Mechanism of Reoxygenation
1. Reduction in ratio of total tumor cells to the
surface area of blood vessels.
for example if there are 10 capillaries
supplying to 100 tumor cells the ratio
of tumor cells to capillary is 10 which
mean one capillary supplying 10 cells.
After RT, 80 cells survived then ratio
becomes 8 so now one capillary
supplying to 8 cells
Intrinsic Radiation Sensitivity
• Can be determined by SF2(survival fraction at
2 Gy).
• SF2 is defined as the probability of cells
surviving to single dose of 2 Gy, commonly
used fraction size in clinical practice.
• Typically for carcinoma the SF2 is 50% (0.5).
4 Rs of Radiobiology
1. Re-oxygenation
2. Redistribution or Re-assortment
3. Repopulation Or Regeneration
4. Repair of Sub-lethal damage
5. Repair of Potential Lethal Damage
Therapeutic Gain = Outcome of treatment(Tumor cell Kill)
Toxicity of treatment
Forms the basis of fractionated radiotherapy
Therapeutic Ratio
Tumor Control Probability (TCP)
Normal Tissue Complication Probability (NTCP)
Question
• A patient has 1 cm3 tumor on his right tonsil.
How much dose of radiation in 2 Gy per
fraction is to be delivered to achieve a 90%
tumor control probability(TCP)?
Microscopic Disease in Nodes
• How much dose to be given to clinically
negative neck nodes in head and neck cancer
patients to achieve a 90% TCP in neck?
TCP for micros-metastasis in nodes
Common clinical Situation eg. Head and neck ca
100 patients of head and neck cancer with clinical
negative neck but high probability of microscopic
disease in neck nodes because of high risk featured
primary disease treated with radiation.
15% fails in neck.
Why??
50 Gy
60 Gy
Radiation Dose to Different zones
Why?
Linear Energy Transfer (LET)
Relative-biological Effectiveness
(RBE)
Relative Biological Effectiveness (RBE)
• The National Bureau of Standards in 1954
defined relative biologic effectiveness (RBE)
as follows:
RBE D250
Dr
= Dose of X-rays
Dose of test radiation
Required to achieve the same biological effect
Relation between RBE and LET
RBE
5 10 100
LET(kev/mm)
Slow increase in RBE
This kind of
relationship can
be explained by
over kill effect.
Introduction of the course
• This course is divided into 5 modules.
• Specially designed for post graduate students
of Radiation Oncology and young radiation
oncologists.
• It is an one day (8 hours) program.
• All the important principles of radiobiology
with their clinical applications are covered
Introduction of the course
• “How a radiation oncologist looks at
radiobiology and how the principles can be
applied in day to day clinical practice” is
mainly emphasized.
• Lot of animations and special effects have
been created to make the subject simple.
• Some of the slides from different modules
have been uploaded to give the readers an
idea.
Introduction of the course
• All the five modules are taught by me only.
• Conduct this course once a year in my center.
• Also conducting at various other parts of the
country as and when invited.
• Address
– Dr Manoj Gupta, Professor, Radiation Oncology
Regional Cancer Center, Indira Gandhi Medical
College, Shimla 9HP)-171001 India
– Mob: +91-9418470607, 9816137344
– Email: mkgupta62@yahoo.co.in

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Glimpse of clinical radiobiology course

  • 1. Glimpse of Clinical Radiobiology Teaching Course Prof Manoj Gupta Indira Gandhi Medical College, Shimla
  • 2. Ionizing Radiation • Ionizing Radiation is capable of producing ion pairs by interaction with matter. • Two Types. –Electromagnetic Radiation eg. X-rays and g-rays –Particulate Radiation eg. Electron, Proton, Neutron, charged Nuclei, a-particles. • Important biologically since ionization is the property which bring death to a cell.
  • 3. Incidence Beam Exit Beam Radiation and Matter •When Radiation passes through matter, the exit beam has lower intensity than the incident beam. Scattering Absorption Attenuation Detector
  • 4. Attenuation • Depends upon: – Thickness of the Material a T – a Atomic Number of the material through which it passes – a Density of the material – Inversely proportional to the energy of the photons (1/E) Attenuation is an EXPONENTIAL function of the thickness of the matter.
  • 5. 1 cm 1 cm 1 cm 1 cm 100 -10 = 90 rad 90-09=81rad 81-8.1=72.9rad 72.9-10% Exponential Attenuation Addition of the same thickness of the material will reduce the intensity by same fraction and not by same number. This is called exponential relationship. 10% 10% 10% 10% 100 Rad
  • 7. Photoelectric absorption Occurs with bound electrons Photon disappear completely and part of its energy is utilized to dislodge the bound electron and rest is given to dislodged electron as kinetic energy. Photon Energy = Binding energy + KE Eg. 100kv = 40 kv + 60kv Bound Electron
  • 8. Differential absorption in body • a Z3 (Atomic Number) • Bones are more likely to absorb radiation – This is why they appear white on the film • Soft tissue absorbs less than bone – These structures will appear gray on the film • Air-containing structures such as lungs absorbs least. – These structures will appear black on the film Diagnostic Radiology a 1/E3 ( Energy of the photon) Low Energy X-rays are used in Diagnostic Radiology (KEV)
  • 9. Therapeutic Radiology • This interaction is unsuitable for radiotherapy as differential absorption will results into more radiation dose to bones as compare to other tissues and bone exert a shielding effect which will results into more osteo-necrosis and less dose to tumor present behind the bone because of shielding effect.
  • 10. Pteris longifolia (fern spore) – Raymond E. Zircle Eccentric nucleus Cytoplasm Germination Aluminum foil Polonium α -particle WITH SMALL DOSES OF RADIATION TO THE NUCLEUS •Inhibition of germination •Chlorophyll development •Cracking of spore coats Journal of Cellular and Comparative Physiology Volume 2, Issue 3, pages 251–274, December 1932 Aluminum Foil
  • 11. Repair How Radiation Injury is manifested No effect Lethal Damage Cell Death Few days to wks Few cells killed : Organism will heal & survives More cells killed: Organism may be survived with prolonged symptoms Large no. cells killed: Organism will perish Mis-Repair Mutation Somatic Cancer Few Years Germ cell Genetic defect Generation
  • 12. What is a cell survival curve? • A cell survival curve is a graphical representation of the fraction of cells surviving a given dose of radiation • This graph is obtained by plotting the dose along the linear x-axis and the surviving fraction along the logarithmic y-axis Linear X-Axis Logarithmic Y-Axis
  • 13. Steeper the slope, higher the sensitivity and vice versa Do Remember:- 2. Slope of the curve represent the radiation sensitivity .20 .70 .05 .30
  • 14. D10 is the dose required to reduce the survival fraction to 10% = e-1 D0 is the dose required to reduce the survival fraction to 37% = e-1 2D0 is the dose required to reduce the survival fraction to two exponential reduction i.e. 2D0 = e-2 (37% x 37%) =(.37 x .37) 3D0 = e-3 (.37 x .37 x .37) SF = e-D/D0 Total dose of Radiation dose which reduces the survival fraction to 37% The D0 Dose
  • 15. SF = e-D/D0 If D = D0 SF = e-D0/D0 = e-1 If D = 2D0 SF = e-2D0/D0 = e-2 If D = 3D0 SF = e-3D0/D0 = e-3 The D0 Dose Total dose of Radiation dose which reduces the survival fraction to 37%
  • 16. Dose SF 1 .1 .01 .001 .0001 D 10 D 10 D 10 D 10 D 10 D 10 D 10 D 10 D 10 D 10 Graphical Representation showing SF is an exponential function of the Dose of Radiation e-1 e-2 e-3 e-4 Remember “If cell survival curve is a straight line on semi-log graph, then it represent a exponential relationship. A Curvy cell survival curve reflects that it is not a exponential relationship”
  • 17. Dose SF B Initial portion is continuously bending at low dose region till it reaches at point B. Mammalian Cell Survival Curve1 .1 .01 .001 .0001 At higher dose region the curve becomes a straight line. Not Exponential Exponential
  • 18. • Each cell contain more than one target (may be assumed n number of target and n may be any number more than one) • In order to bring cell death by radiation, all the target should be deactivated. • If n-1 targets are hit then cell survives. • There are two type of cell killing taking place simultaneously to inactivate n target resulting into cell death. – Cell kill by single hit event (SHE) – Cell kill by multiple hit event (MHE) Low Dose Region High Dose Region Multi Target Model
  • 19. SF Dose Multi Target Model As dose increases the probability of deactivation of n target by MHE also increases and MHE also start contributing in total cell kill. The curve keeps bending with increasing dose as contribution in cell kill by MHE keeps increasing Low Dose High Dose
  • 20. Dose(GY) SF 1 .1 .01 .001 .0001 Single hit kill or Linear Cell kill or Alpha cell kill seen in low dose region Effect = aD SF = e - aD 1 2 3 4 5 6 7 8 9 10 11 12 13 14 Shoulder Effect a D This term represent the probability of inactivating two strands of DNA by single radiation event. Linear Quadratic model (LQ Model) Linear Kill
  • 21. Less curvy or small shoulder or less repair capacity More curvy or Broad shoulder or large repair capacity Early Reacting Tissue or Tumor Late Reacting Tissue or Tumor Cell Survival Curve of Early and Late Reacting Tissues SF Dose
  • 22. • Fraction size (Dose per fraction) • Turnover (proliferative status) • Overall treatment time. • Organization of functional subunit in the organ.
  • 23. Recovery from Radiation Injury in Spinal Cord • Spinal Cord remember the irradiated dose. • With time cord start forgetting the irradiated dose. How much dose is remembered, depends upon the RT Dose delivered to spinal cord during first treatment. Time of Re-irradiation
  • 25. Concomitant boost: 30 x 1.8Gy in 6 weeks, 5 days per week Total dose = 54Gy 12 x 1.5 Gy in 2 and ½ week Total dose = 18Gy Total Dose to the tumor will be 54 + 18 = 72 Gy in 6 weeks.
  • 26. Increase in cell cycle time Less proliferation Less repopulation
  • 27. No difference 10% difference Chemo-Radiation Conventional RT British Columbia Study DHANCA Trial 10-12% difference IAEA Trial 12% difference 12% difference Hypothesis
  • 28. Radiobiology of SRS/SBRTNon Fractionated RT 20 Gy to 60 Gy given in single fraction or 2-5 fractions Benign and Malignant Diseases
  • 29. PTV CTV GTV Normal Tissue Red Shell Serial critical structures Inner Red shell Outer Red shell Dip because of careful planning bulge
  • 30. New Biology of High dose RT • Vascular/ Stromal damage at high dose. • Stem Cell death at high dose.
  • 31. “Double Trouble” Prescribed Dose to spinal cord 25 fractions of 2Gy = 50Gy Hot spot: 110% Physical dose: 55Gy Dose per fx = 2.2 Gy Biological dose: 60.5Gy
  • 32. Factors affecting the cell survival curves • Fractionation • Oxygen • Cell Cycle • Type of Radiation (high LET or Low LET) • Type of cells • Type of species
  • 33. 100 cells 100 cells 100 cells 10 Colonies 12 Colonies 14 Colonies 200 cGy 100 cGy 100 cGy 66.6 cGy 66.6 cGy 66.6cGy Total Dose = Same Interval between fraction = Same No of fraction = different As the no of fraction is increased the colony counted also increases Repair of sub-lethal damage takes place between fractions Had there been no repair of damage, the total dose would have resulted into same cell kill irrespective of fractions Repair of sub lethal damages
  • 34. Fractionated RT Single Fx Multiple Fx Shallower Less Sensitivity Radiation less effective SLDR
  • 35. 10 Fx 20 Fx 30 Fx Therapeutic Advantage Low a/b (Spinal Cord) Low a/b (Spinal Cord) Low a/b (Spinal Cord) High a/b (Tumor) High a/b (Tumor) High a/b (Tumor) As number of fraction increases, the gap between two curve also increases. So total dose of radiation will be more damaging to the tumor than to the normal tissues Fractionation is the most effective measures to increase the therapeutic ratio.
  • 36. Dose Rate Effect SF Dose As No of Fraction Increases, Dose per Fc decreases SHE(a) MHE(b) SHE(a) increases MHE(b) decreases All cell Kill SHE(a) No contribution by MHE(b)
  • 37. The effect of oxygen is seen more in terminal portion of the curve and less in shoulder region. Or we can say that oxygen effect is seen more in high dose region than low dose region. Effect of Oxygen on cell survival curve SF Dose Oxic hypoxic Low Dose Region High Dose Region Why ??
  • 38. Mechanism of Reoxygenation 1. Reduction in ratio of total tumor cells to the surface area of blood vessels. for example if there are 10 capillaries supplying to 100 tumor cells the ratio of tumor cells to capillary is 10 which mean one capillary supplying 10 cells. After RT, 80 cells survived then ratio becomes 8 so now one capillary supplying to 8 cells
  • 39. Intrinsic Radiation Sensitivity • Can be determined by SF2(survival fraction at 2 Gy). • SF2 is defined as the probability of cells surviving to single dose of 2 Gy, commonly used fraction size in clinical practice. • Typically for carcinoma the SF2 is 50% (0.5).
  • 40. 4 Rs of Radiobiology 1. Re-oxygenation 2. Redistribution or Re-assortment 3. Repopulation Or Regeneration 4. Repair of Sub-lethal damage 5. Repair of Potential Lethal Damage Therapeutic Gain = Outcome of treatment(Tumor cell Kill) Toxicity of treatment Forms the basis of fractionated radiotherapy
  • 41. Therapeutic Ratio Tumor Control Probability (TCP) Normal Tissue Complication Probability (NTCP)
  • 42. Question • A patient has 1 cm3 tumor on his right tonsil. How much dose of radiation in 2 Gy per fraction is to be delivered to achieve a 90% tumor control probability(TCP)?
  • 43. Microscopic Disease in Nodes • How much dose to be given to clinically negative neck nodes in head and neck cancer patients to achieve a 90% TCP in neck?
  • 44. TCP for micros-metastasis in nodes Common clinical Situation eg. Head and neck ca 100 patients of head and neck cancer with clinical negative neck but high probability of microscopic disease in neck nodes because of high risk featured primary disease treated with radiation. 15% fails in neck. Why??
  • 45. 50 Gy 60 Gy Radiation Dose to Different zones Why?
  • 46. Linear Energy Transfer (LET) Relative-biological Effectiveness (RBE)
  • 47. Relative Biological Effectiveness (RBE) • The National Bureau of Standards in 1954 defined relative biologic effectiveness (RBE) as follows: RBE D250 Dr = Dose of X-rays Dose of test radiation Required to achieve the same biological effect
  • 48. Relation between RBE and LET RBE 5 10 100 LET(kev/mm) Slow increase in RBE This kind of relationship can be explained by over kill effect.
  • 49. Introduction of the course • This course is divided into 5 modules. • Specially designed for post graduate students of Radiation Oncology and young radiation oncologists. • It is an one day (8 hours) program. • All the important principles of radiobiology with their clinical applications are covered
  • 50. Introduction of the course • “How a radiation oncologist looks at radiobiology and how the principles can be applied in day to day clinical practice” is mainly emphasized. • Lot of animations and special effects have been created to make the subject simple. • Some of the slides from different modules have been uploaded to give the readers an idea.
  • 51. Introduction of the course • All the five modules are taught by me only. • Conduct this course once a year in my center. • Also conducting at various other parts of the country as and when invited. • Address – Dr Manoj Gupta, Professor, Radiation Oncology Regional Cancer Center, Indira Gandhi Medical College, Shimla 9HP)-171001 India – Mob: +91-9418470607, 9816137344 – Email: mkgupta62@yahoo.co.in

Editor's Notes

  1. The difference in cell survival curve for two type of tissue is mainly due to difference in shape of shoulder seen in low dose region
  2. PTV is for various uncertainities and consist of normal tissues only so uncertainities are minimized by IGRT and 4D treatment planning as in ca lung. All the normal tissues around the tumor receiving rad dose higher than the tolerance limit is called red shell. The outer red shell thickness is kept min by rapid fall off doses outside the target by careful planning
  3. Loss of Autocrine Paracrine Growth factor as a result of massive destruction of the tumor cells by high dose of RT. Bystander effect result into death of un irradiated cells through signaling from irradiated cells Autocrin-paracrine loop has been established with NSCLC Loss of this factor deny the remaining cell to grow and they are killed Bystander effect seen upto few mm away from tumor, for microscopic disease