Proton computed tomography

Proton computed tomography (pCT), or proton CT, is an imaging modality first proposed by Cormack in 1963 [1] and initial experiment explorations identified several advantages over conventional X-ray CT (xCT). However, particle interactions such as multiple Coulomb scattering (MCS) and (in)elastic nuclear scattering events deflect the proton trajectory, resulting in nonlinear paths which can only be approximated via statistical assumptions, leading to lower spatial resolution than X-ray tomography. Further experiments were largely abandoned until the advent of proton radiation therapy in the 1990s which renewed interest in the topic due to the potential benefits of imaging and treating patients with the same particle.

## Contents

* 1 Description
* 2 References
* 3 Further reading
* 4 External links

## Description

Proton computed tomography (pCT) uses measurements of a proton's position/trajectory and energy before and after traversing an object to reconstruct an image of the object where each voxel represents the relative stopping power (RSP) of the material composition of the corresponding region of the object. The deviations of a proton's path inside the object are primarily due to interactions between the Coulomb fields of the proton and the nuclei in the absorbing material, resulting in many small-angle deflections as it passes through the object. Statistical models of the effect of MCS on the trajectory of a proton were developed to calculate the most likely path (MLP) of a proton given its entry and exit position/trajectory and corresponding uncertainty at intermediate depths within the object.[2][3] Additional (in)elastic nuclear scattering events can also occur which cause larger angle deviations, which cannot easily be modeled, but these are fairly easy to identify and remove from consideration in the image reconstruction process.

With an approximate path of a proton through the object, one can then identify the voxels through which the proton passed, and the difference between entry and exit energy indicates the energy collectively deposited in these voxels. Assuming there are J voxels in the image, the distance, Δlj, the proton travels through each voxel j∈J varies along the path and the amount of energy deposited in each voxel, ΔEh, depends on this and the voxel's RSP, xj. The total energy loss E is the line integral of RSP scaled by the intersection length, or

E=∫xjΔlj

## References

1. ↑ Cormack, A. M. (1963). "Representation of a Function by Its Line Integrals, with Some Radiological Applications". Journal of Applied Physics (AIP Publishing) 34 (9): 2722–2727. doi:10.1063/1.1729798. ISSN 0021-8979. Bibcode: 1963JAP....34.2722C.
2. ↑ Eyges, Leonard (1948-11-15). "Multiple Scattering with Energy Loss". Physical Review (American Physical Society (APS)) 74 (10): 1534–1535. doi:10.1103/physrev.74.1534. ISSN 0031-899X. Bibcode: 1948PhRv...74.1534E.
3. ↑ Williams, D C (2004-06-18). "The most likely path of an energetic charged particle through a uniform medium". Physics in Medicine and Biology (IOP Publishing) 49 (13): 2899–2911. doi:10.1088/0031-9155/49/13/010. ISSN 0031-9155. PMID 15285255. Bibcode: 2004PMB....49.2899W.

## Further reading

* Hanson, K M; Bradbury, J N; Cannon, T M; Hutson, R L; Laubacher, D B et al. (1981-11-01). "Computed tomography using proton energy loss". Physics in Medicine and Biology (IOP Publishing) 26 (6): 965–983. doi:10.1088/0031-9155/26/6/001. ISSN 0031-9155. PMID 6275424. Bibcode: 1981PMB....26..965H.
* Hanson, K M; Bradbury, J N; Koeppe, R A; Macek, R J; Machen, D R et al. (1982-01-01). "Proton computed tomography of human specimens". Physics in Medicine and Biology (IOP Publishing) 27 (1): 25–36. doi:10.1088/0031-9155/27/1/003. ISSN 0031-9155. PMID 6280213. Bibcode: 1982PMB....27...25H.
* Zygmanski, Piotr; Gall, Kenneth P; Rabin, Monroe S Z; Rosenthal, Stanley J (2000-01-25). "The measurement of proton stopping power using proton-cone-beam computed tomography". Physics in Medicine and Biology (IOP Publishing) 45 (2): 511–528. doi:10.1088/0031-9155/45/2/317. ISSN 0031-9155. PMID 10701518. Bibcode: 2000PMB....45..511Z.
* Schulte, Reinhard W.; Bashkirov, Vladimir; Loss Klock, Márgio C.; Li, Tianfang; Wroe, Andrew J. et al. (2005-03-22). "Density resolution of proton computed tomography". Medical Physics (Wiley) 32 (4): 1035–1046. doi:10.1118/1.1884906. ISSN 0094-2405. PMID 15895588. Bibcode: 2005MedPh..32.1035S. https://ro.uow.edu.au/engpapers/146.
* Li, Tianfang; Liang, Zhengrong; Singanallur, Jayalakshmi V.; Satogata, Todd J.; Williams, David C.; Schulte, Reinhard W. (2006-02-22). "Reconstruction for proton computed tomography by tracing proton trajectories: A Monte Carlo study". Medical Physics (Wiley) 33 (3): 699–706. doi:10.1118/1.2171507. ISSN 0094-2405. PMID 16878573. Bibcode: 2006MedPh..33..699L.
* Greco C.; Wolden S. (Apr 2007). "Current status of radiotherapy with proton and light ion beams". Cancer 109 (7): 1227–38. doi:10.1002/cncr.22542. PMID 17326046.
* "Use of Protons for Radiotherapy", A.M. Koehler, Proc. of the Symposium on Pion and Proton Radiotherapy, Nat. Accelerator Lab., (1971).
* Koehler, A. M.; Preston, W. M. (1972). "Protons in Radiation Therapy". Radiology (Radiological Society of North America (RSNA)) 104 (1): 191–195. doi:10.1148/104.1.191. ISSN 0033-8419. PMID 4624458.
* "Bragg Peak Proton Radiosurgery for Arteriovenous Malformation of the Brain" R.N. Kjelberg, presented at First Int. Seminar on the Use of Proton Beams in Radiation Therapy, Moscow (1977).
* Austin-Seymor, M.J. Munzenrider, et al. "Fractionated Proton Radiation Therapy of Cranial and Intracrainial Tumors" American Journal of Clinical Oncology 13(4):327–330 (1990).
* "Proton Radiotherapy", Hartford, Zietman, et al. in Radiotheraputic Management of Carcinoma of the Prostate, A. D'Amico and G.E. Hanks. London, UK, Arnold Publishers: 61–72 (1999).

## External links

* Proton therapy—MedlinePlus Medical Encyclopedia
* Proton Therapy
* "Proton therapy is coming to the UK, but what does it mean for patients?", Arney, Kat, Science blog, Cancer Research UK, 16 September 2013

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