Wolfgang Enghardt Technische Universität Dresden, Germany OncoRay – Center for Radiation Research in Oncology and Forschungszentrum Dresden-Rossendorf,

Slides:



Advertisements
Similar presentations
Harvard Medical School Massachusetts General Hospital.
Advertisements

Advanced GAmma Tracking Array
Interaction of radiation with matter - 5
Energy deposition and neutron background studies for a low energy proton therapy facility Roxana Rata*, Roger Barlow* * International Institute for Accelerator.
Fysisk institutt - Rikshospitalet 1. 2 Overview Gamma camera Positron emission technology (PET) Computer tomography (CT) Proton therapy Electrical impedance.
Tumour Therapy with Particle Beams Claus Grupen University of Siegen, Germany [physics/ ] Phy 224B Chapter 20: Applications of Nuclear Physics 24.
Interactions of charged particles with the patient I.The depth-dose distribution - How the Bragg Peak comes about - (Thomas Bortfeld) II.The lateral dose.
PHYSICS IN NUCLEAR MEDICINE: QUANTITAITVE SPECT AND CLINICAL APPLICATIONS Kathy Willowson Department of Nuclear Medicine, Royal North Shore Hospital University.
Planar scintigraphy produces two-dimensional images of three dimensional objects. It is handicapped by the superposition of active and nonactive layers.
At the position d max of maximum energy loss of radiation, the number of secondary ionizations products peaks which in turn maximizes the dose at that.
Introduction of Medical Imaging Chun Yuan. Organization of the Course 8 Lectures (1.5 hours per lecture) – Introduction of medical imaging and MRI – Basic.
Radiation therapy is based on the exposure of malign tumor cells to significant but well localized doses of radiation to destroy the tumor cells. The.
Workshop on Physics on Nuclei at Extremes, Tokyo Institute of Technology, Institute for Nuclear Research and Nuclear Energy Bulgarian Academy.
Applications of Geant4 in Proton Radiotherapy at the University of Texas M.D. Anderson Cancer Center Jerimy C. Polf Assistant Professor Department of Radiation.
Compton Camera development for the imaging of high energy gamma rays 1 Martin Jones UNTF 2010 Salford – April 14 th Martin.
In vivo dosimetry Eirik Malinen Eva Stabell Bergstrand Dag Rune Olsen.
G. Bartesaghi, 11° ICATPP, Como, 5-9 October 2009 MONTE CARLO SIMULATIONS ON NEUTRON TRANSPORT AND ABSORBED DOSE IN TISSUE-EQUIVALENT PHANTOMS EXPOSED.
MONTE CARLO BASED ADAPTIVE EPID DOSE KERNEL ACCOUNTING FOR DIFFERENT FIELD SIZE RESPONSES OF IMAGERS S. Wang, J. Gardner, J. Gordon W. Li, L. Clews, P.
The Increased Biological Effectiveness of Heavy Charged Particle Radiation: From Cell Culture Experiments to Biophysical Modelling Michael Scholz GSI Darmstadt.
24 September 2008 ENLIGHT, ESF Workshop-Oxford European Network for Light Ion Therapy ENLIGHT Manjit Dosanjh ENLIGHT Coordinator & CERN.
Response of the sensors to different doses from tests in Israel Radiotherapy is used as a treatment in around 50% of cancer cases in the UK. Predominantly,
Gamma Ray Imaging Lab Tour
Medical Accelerator F. Foppiano, M.G. Pia, M. Piergentili
Neutron scattering systems for calibration of dark matter search and low-energy neutrino detectors A.Bondar, A.Buzulutskov, A.Burdakov, E.Grishnjaev, A.Dolgov,
Professor Brian F Hutton Institute of Nuclear Medicine University College London Emission Tomography Principles and Reconstruction.
October 16thPicosecond Lyon1 INNOTEP Project Using HEP technologies to improve TEP imaging: Development of innovative schemes for front-end electronic,
Ragnar Hellborg Lund University PRODUCTION OF CLINICALLY USEFUL QUANTITIES OF 18 F BY AN ELECTROSTATIC TANDEM ACCELERATOR Ragnar Hellborg Lund University,
Gamma-induced positron lifetime and age-momentum
Passive detectors (nuclear track detectors) – part 2: Applications for neutrons This research project has been supported by the Marie Curie Initial Training.
Physics of carbon ions and principles of beam scanning G. Kraft Biophysik, GSI, Darmstadt, Germany PTCOG43 Educational Satellite Meeting: Principles of.
TPS & Simulations within PARTNER D. Bertrand, D. Prieels Valencia, SPAIN 19 JUNE 2009.
Nuclear Medicine: Tomographic Imaging – SPECT, SPECT-CT and PET-CT Katrina Cockburn Nuclear Medicine Physicist.
RNB Cortina d’Ampezzo, July 3th – 7th 2006 Elisa Rapisarda Università degli studi di Catania E.Rapisarda for the Diproton collaboration 18 *
Chapter 5 Interactions of Ionizing Radiation. Ionization The process by which a neutral atom acquires a positive or a negative charge Directly ionizing.
Geant4 User Workshop, Catania, Italy, 15th October, 2009
Development of a Segmented Planar Germanium Imaging Detector
NS08 MSU, June 3rd – 6th 2008 Elisa Rapisarda Università degli studi di Catania E.Rapisarda 18 2.
Improvement of the Monte Carlo Simulation Efficiency of a Proton Therapy Treatment Head Based on Proton Tracking Analysis and Geometry Simplifications.
Impact of Axial Compression for the mMR Simultaneous PET-MR Scanner Martin A Belzunce, Jim O’Doherty and Andrew J Reader King's College London, Division.
P. Rodrigues, A. Trindade, L.Peralta, J. Varela GEANT4 Medical Applications at LIP GEANT4 Workshop, September – 4 October LIP – Lisbon.
Karolina Kokurewicz Supervisors: Dino Jaroszynski, Giuseppe Schettino
Assessment of Physics, Applications and Construction Issues for the Proposed Magurele Short-Pulse Facility Silviu Olariu National Institute of Physics.
Thickness of CZT detector 110 MeV140 MeV DETECTOR A (1 mm CZT + 5 mm CZT) DETECTOR B (1 mm CZT + 10 mm CZT) DETECTOR C (1 mm CZT + 15 mm CZT) A. Generation.
1 Activation by Medium Energy Beams V. Chetvertkova, E. Mustafin, I. Strasik (GSI, B eschleunigerphysik), L. Latysheva, N. Sobolevskiy (INR RAS), U. Ratzinger.
Text optional: Institutsname Prof. Dr. Hans Mustermann Mitglied der Leibniz-Gemeinschaft `Cross disciplinary applications` Annual Meeting and.
MCS overview in radiation therapy
Wolfgang Enghardt OncoRay – Center for Radiation Research in Oncology Technische Universität Dresden, Germany and Forschungszentrum Dresden-Rossendorf,
E. Mezzenga 1, E. Cagni 1, A. Botti 1, M. Orlandi 1, W.D. Renner 2, M. Iori 1 1. Medical Physics Unit, ASMN-IRCCS of Reggio Emilia, Italy 2. MathResolution.
12 C fragmentation measurements for hadrontherapy applications Introduction Status French program Japanese-French collaboration.
Achim Stahl RWTH Aachen Hadron Therapy, Jülich Oct, Workshop Nuclear Models for Use in Hadron Therapy October 8./ Achim Stahl – RWTH Aachen.
Particle Therapy at GSI
Fastest Data Processing in Image Reconstruction for Compton Camera Imaging
Characterization of proton-activated implantable markers for proton range verification using PET J. Cho1, G. Ibbott1, M. Kerr1, R. A. Amos2, F. Stingo1,
J Cho, G Ibbott, M Kerr, R Amos, and O Mawlawi
Positron emission tomography without image reconstruction
RHD-DoPET CNAO test beam result (may 2014)
Prof. Stefaan Vandenberghe Enrico Clementel
Efficient transfer reaction method with RI BEams
EURADOS Working Group 9: Radiation Dosimetry in Radiotherapy
Very High Energy Electron for Radiotherapy Studies
Reconstructions with TOF for in-beam PET
AQUA-ADVANCED QUALITY ASSURANCE FOR CNAO
A Comparative Study of Biological Effects of VHEE, Protons and other Radiotherapy Modalities Kristina Small University of Manchester, Christie NHS Foundation.
INFN Pisa tasks Development of a PET system
Witold Matysiak (University of Florida Proton Therapy Institute)
1. Introduction Secondary Heavy charged particle (fragment) production
Geant4 at IST Applications in Brachytherapy
P. Rodrigues, A. Trindade, L.Peralta, J. Varela
Presentation transcript:

Wolfgang Enghardt Technische Universität Dresden, Germany OncoRay – Center for Radiation Research in Oncology and Forschungszentrum Dresden-Rossendorf, Dresden, Germany Institute of Radiation Physics ENLIGHT-Meeting CERN, Geneva Sept. 2, 2008 Novel Imaging Systems for in vivo Monitoring and Quality Control during Tumour Ion Beam Therapy: An Introduction

Outline 1. The upcoming FP7 call 2. What do we have? In-beam PET 3. What do we need?

1. The upcoming FP7 call HEALTH : Novel imaging systems for in vivo monitoring and quality control during tumour ion beam therapy. Description: The focus should be to develop novel imaging instruments, methods and tools for monitoring, in vivo and preferably in real time, the 3-dimensional distribution of the radiation dose effectively delivered within the patient during ion beam therapy of cancer. The ions should be protons or heavier ions. The system should typically be able to quantify the radiation dose delivered, to determine the agreement between the planned target volume and the actually irradiated volume, and for decreasing localisation uncertainties between planned and effective positions (e.g. of tissues or organs), and between planned and effective dose distribution during irradiation. It should aim at improving quality assurance, increasing target site (tumour) to normal tissue dose ratio and better sparing normal tissue.

2. What do we have? In-beam PET Rationale Proportional to dose 3D Non invasive Real time Time efficient In situ Tomography Highly penetrable signal Separation of the signal from the therapeutic irradiation X- or  -rays Signal with: well defined energy spatial correlation time correlation time delay Annihilation  -rays, Positron Emitters PET High detection efficiency ? ? 11 C 11 B + e + + e T 1/2 180 deg  t = 0 E  = 511 keV

W. Enghardt et al.: Phys. Med. Biol. 37 (1992) 2127; J. Pawelke et al.: IEEE T. Nucl. Sci. 44 (1997) 1492; K. Parodi et al.: IEEE T. Nucl. Sci. 52 (2005) 778; F. Fiedler et. al.: IEEE T. Nucl. Sci., 53 (2006) 2252; F. Sommerer et al.: Phys. Med. Biol. (to be published); M. Priegnitz et al.: Phys. Med. Biol. 53 (2008) 4443 Peripheral nucleus-nucleus-collisions, nuclear reactions ( A Z, xp,yn), Target fragments 12 C: E = 212 AMeV Target: PMMA 15 O, 11 C, 13 N C, 10 C Projectile fragments Penetration depth / mm Arbitrary units 16 O: E = 250 AMeV Target: PMMA 15 O, 11 C, 13 N O, 14 O, 13 N, 11 C … Therapy beam 1H1H 3 He 7 Li 12 C 16 ONuclear medicine Aktivity density / Bq cm -3 Gy – 10 5 Bq cm -3 Z  6 Target fragments Z < 6 1 H: E = 110 MeV Target: PMMA 15 O, 11 C, 13 N... 3 He: E = 130 AMeV Target: PMMA 15 O, 11 C, 13 N... Arbitrary units Penetration depth / mm 7 Li: E = 129 AMeV Target: PMMA 2. What do we have? In-beam PET Physics

J. Pawelke et al.: Phys. Med. Biol. 41 (1996) 279 W. Enghardt et al.: Nucl. Instr. Meth. A525 (2004) C   Off-beam PET: 1 H-therapy at MGH Boston In-beam PET: 12 C-therapy at GSI Darmstadt K. Parodi et al.: J. Radiat. Oncol. Biol. Phys. 68 (2007) What do we have? In-beam PET Instrumentation (I)

In-beam Off-line Positron cameraDouble head Conventional ring PET/CT Workflow(1) Portal s decay (1) Portals 1, 2, … (2) Repositioning (< 5 min) (2) Transfer to PET (15 min) (3) Portal s decay (3) PET-scan (30 min) … Relevant isotopes 11 C (20 min), 10 C (19 s) 11 C (20 min), 15 O (2 min) … 8 B (0.8 s) Influence of Low to medium Strong metabolism Quantitative PETDifficult Possible Image correlationStereotactic Additional CT (PET/CT) planning-CT – PETcoordinates Range measurementsPortal 1 (no restrictions) Impossible for opposing Portals 2 … (difficult) portals P. Crespo et al.: Phys. Med. Biol. 51 (2006) What do we have? In-beam PET Instrumentation (II)

 Treatment plan: dose-distribution  + -activity: prediction  + -activity: measurement W. Enghardt et al.: Strahlenther. Onkol. 175/II (1999) 33; F. Pönisch et al.: Phys. Med. Biol. 48 (2003) 2419; Phys. Med. Biol. 49 (2004) 5217 Ion-electron interaction Ion-nucleus interaction Monte Carlo: from the projectiles to the detection of annihilation  -rays Chordoma, 0.5 Gy, 6 min 2. What do we have? In-beam PET Clinical implementation (I)

2. What do we have? In-beam PET Clinical implementation (II) Prediction Monte Carlo simulation: - Stopping of ions in tissue - Nuclear reactions: positron emitters -  + -decay - Stopping of positrons in tissue - Positron annihilation - Propagation of  -rays - Detection of  -rays Bestrahlungs- ablauf Treatment plan: ion fluences List mode PET data No proportionality between dose and activity: A(r) ≠ D(r) Measurement List mode PET data  + -activity distributions PET/CT-coregistration Attenuation correction (PET/CT) Tomographic reconstruction: 3D MLEM with scatter correction Planning CT Treatment plan: patient position Irradiation time course {E, I, d}(t) List mode PET data {C 1, C 2, S}(t) F. Pönisch et al.: Phys. Med. Biol. 48 (2003) 2419; Phys. Med. Biol. 49 (2004) 5217

2. What do we have? In-beam PET Clinical implementation (III) 0 1 T Time S(t)S(t) Accelerator: Synchrotron d  60 m Particle beam: pulsed T  5 s,  ≤ 2 s   PET data, list mode: {K 1, K 2, S}(t) Irradiation- time course: {E, I, d}(t)

2. What do we have? In-beam PET Ion range verification Treatment plan: dose distribution  + -activity: prediction  + -activity: measurement

2. What do we have? In-beam PET Field position verification 17 Treatment plan: dose distribution  + -activity: prediction  + -activity: measurement

2. What do we have? In-beam PET Physical beam model validation 1998 Prediction Measurement Since 1999 Prediction Measurement 1. Precision measurements: Range of 12 C-ions in tissue 2. Modification: R = R(HU) M. Krämer et al.: Radiother. Oncol. 73 (2004) S80

 + -activity: prediction  + -activity: measurem. Hypothesis on the reason for the deviation from the treatment plan Dose recalculation Modified CT Original-CT Modified CT Interactive CT manipulation New CT CT after PET findings W. Enghardt et al.: Radiother. Oncol. 73 (2004) S96 2. What do we have? In-beam PET Estimation of dose delivery deviations

In-beam PET is not applicable to a precise dosimetry it seems to be feasible to solve the inverse problem: A(r) – spatial distribution of activity A(r) = T D(r)D(r) – spatial distribution of dose T – transition matrix it seems to be difficult to quantify the metabolic washout of  + -radioactivity - individual - tissue dependent - dose dependent - fraction dependent - disturbed by the tumour in-beam PET images are corrupted by limited angle artefacts (non-quantitative) Dose  + -activity D < 0.9 D max D > 0.9 D max T 1/2 /s = 74.3 – 0.2 f T 1/2 /s = 86.3 – 0.6 f K. Parodi, T. Bortfeld: Phys. Med. Biol. 51 (2006) 1991 K. Parodi et al.: Med. Phys. 33 (2006) 1993 F. Fiedler et al.: Acta Oncol What do we have? In-beam PET Estimation of dose delivery deviations

PET allows for a - beam delivery independent, - simultaneous or close to therapy (in-beam, offline, resp.), - non-invasive control of tumour irradiations by means of ion beams an in-vivo measurement of the ion range the validation of the physical model of the treatment planning the evaluation of the whole physical process of the treatment from planning to the dose application - new ion species - new components, algorithms - high precision irradiations the detection and estimation of unpredictable deviations between planned and actually applied dose distributions due to - mispositioning - anatomical changes - mistakes and incidents ( spotlight on in-vivo dosimetry) 2. What do we have? In-beam PET Advantages

PET is not applicable to - real time monitoring: ▪ too slow ▪ T 1/2 ( 15 O) = 2 min, T 1/2 ( 11 C) = 20 min ▪ dose specific activity: ~ Bq cm -3 Gy -1 - quantitative imaging, precise dose quantification, feedback to treatment planning and to IGRT ▪ limited angle artefacts ▪ degradation of activity distributions by the metabolism ▪ degradation of activity distributions by moving organs ▪ inaccurate prediction of activity distributions from treatment planning due to unknown nuclear reaction cross sections 2. What do we have? In-beam PET Disadvantages and open problems

3. What do we need? Aim of this FP7-project - PET: clinical application reached, further development: industry - Development and proof of principle of really new solutions for ▪ non-invasive, real-time, in-vivo monitoring ▪ quantitative imaging ▪ precise dose quantification ▪ feedback to treatment planning ▪ real-time feedback to IGRT for moving organs - Preserve the leading European position in the field

3. What do we need? WP1: Time-of-flight in-beam PET - Aim: Remove the influence of limited angle tomographic sampling to quantitative imaging - Subtask 1.1.: Development of a demonstrator of an in-beam TOF positron camera: ▪ 2  < 200 ps ▪  singles > 50 % ▪  x < 5 mm  detector technology  DAQ - Subtask 1.2.: Tomographic reconstruction and prediction of measured activity distributions from treatment planning  real-time TOF reconstruction  simulation TP  TOF IBPET (WP5)

3. What do we need? WP2: In-beam single particle tomography (IBSPAT) (I) - Aim: Remove the influence of metabolism by detecting prompt nuclear reaction ejectiles (photons, neutrons, charged particles) - Challenge: Signal acquisition during the huge background of therapy irradiation - Subtask 2.1.: Development of a demonstrator of an in-beam single photon tomographic detection system (IBSPECT): ▪  singles > 10 % ▪  x < 5 mm  detector technology (Anger camera, Compton camera:  CC  100  AC )  discrimination of background radiation  DAQ  tomographic reconstruction (CC)  simulation: TP  IBSPECT (WP5) - Subtask 2.2.: Proof of principle of massive particle (n, p …) based in-vivo dosimetry  simulation: TP  IBSPAT (WP5)  decision on continuation S. Chelikani et al.: Phys. Med. Biol. 49 (2004) 1387

3. What do we need? WP2: In-beam single particle tomography (IBSPAT) (II) 1 H: E = 170 MeV Target: water GEANT4: H 2 O (p,  ) X photon/proton = 0.25 H. Müller: G4/FF/index.htm

3. What do we need? WP3: PT in-vivo dosimetry and moving organs (I) C. Bert, C. Laube, K. Parodi. WE: In-beam PET and 12 C-beam tracking. Experiment July 2008

3. What do we need? WP3: PT in-vivo dosimetry and moving target volumes - Aim: Establish in-vivo dosimetry methods for moving targets in combination with motion compensated beam delivery by gating and tracking - Subtask 3.1.: Investigation of the potential of in-vivo dosimetry for irradiation of moving targets at the example of in-beam PET (GSI-facility)  data acquisition schemes (4D IBPET)  motion correction methods for 4D IBPET data  time dependent simulation TP  4D IBPET - Subtask 3.2.: Extension of moving target methodology to the detection of single particles (feasibility study)  influence of motion onto IBSPAT: simulation (WP5) [  data acquisition schemes (4D IBPET)  motion correction methods for 4D IBPET data  time dependent simulation TP  4D IBPET (WP5)]

3. What do we need? WP4: The combination of in-vivo dosimetry and treatment planning - Aim: Development of fast and clinically applicable procedures for introducing in-vivo dosimetry results into adaptive treatment planning and beam delivery - Subtask 4.1.: Development of automatic methods of identifying deviations between planned and actually delivered dose distributions:  criteria for deviation detection (comparison with simulations)  identification of reasons for deviations (patient mispositioning, anatomical reasons, incidents) - Subtask 4.2.: Establishing the feedback between in-vivo dosimetry and treatment planning as well as beam delivery control: ▪ fast ▪ real time (IGRT), not feasible for IBPET  methods of compensation (patient mispositioning, anatomical reasons, incidents)  delivering information of deviation compensation to TP

3. What do we need? WP5: Monte Carlo Simulation of in-vivo dosimetry - Aim: Prediction of IBPET, IBSPECT, IBSPAT measurements from TP data for comparison with measured data - Challenges: Dose prediction accuracy from in-vivo dosimetry data:  D/D max < 5 % Fast (reaction times of seconds) - Subtask 5.1.: Development of fast and precise Monte Carlo tools for in-vivo dosimetry  TP  TOF IBPET (WP1)  TP  IBSPECT (WP2.1)  TP  IBSPAT (WP2.2)  TP  4D IBPET, 4D IBSPAT, 4D IBSPECT (WP3.2) - Subtask 5.2.: Compilation of basic physical data for the Monte Carlo tools of WP5.1:  basis: experimental data, evaluated data bases  generation of implicite data sets, e.g. yields  concept for data to be measured (next EU-project) M. Priegnitz et al.: Phys. Med. Biol. 53 (2008) 4443