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The air gap between bolus and skin affects dose distribution in helical and direct tomotherapy

Published online by Cambridge University Press:  15 May 2020

Hiroaki Akasaka*
Affiliation:
Division of Radiation Oncology, Kobe Minimally Invasive Cancer Center, Chuo-ku Kobe, Hyogo, Japan Division of Radiation Oncology, Kobe University Graduate School of Medicine, Chuo-ku Kobe, Hyogo, Japan
Yuya Oki
Affiliation:
Division of Radiation Oncology, Kobe Minimally Invasive Cancer Center, Chuo-ku Kobe, Hyogo, Japan
Kazufusa Mizonobe
Affiliation:
Division of Radiation Oncology, Kobe Minimally Invasive Cancer Center, Chuo-ku Kobe, Hyogo, Japan
Kazuyuki Uehara
Affiliation:
Division of Radiation Oncology, Kobe Minimally Invasive Cancer Center, Chuo-ku Kobe, Hyogo, Japan
Hiroshi Mayahara
Affiliation:
Division of Radiation Oncology, Kobe Minimally Invasive Cancer Center, Chuo-ku Kobe, Hyogo, Japan
Aya Harada
Affiliation:
Division of Radiation Oncology, Kobe Minimally Invasive Cancer Center, Chuo-ku Kobe, Hyogo, Japan
Naoki Hashimoto
Affiliation:
Division of Radiation Oncology, Kobe Minimally Invasive Cancer Center, Chuo-ku Kobe, Hyogo, Japan
Keiji Kitatani
Affiliation:
Division of Radiation Oncology, Kobe Minimally Invasive Cancer Center, Chuo-ku Kobe, Hyogo, Japan
Tomonori Yabuuchi
Affiliation:
Division of Radiation Oncology, Kobe Minimally Invasive Cancer Center, Chuo-ku Kobe, Hyogo, Japan
Takeaki Ishihara
Affiliation:
Division of Radiation Oncology, Kobe University Hospital, Chuo-ku Kobe, Hyogo, Japan
Kazuma Iwashita
Affiliation:
Division of Radiation Oncology, Kobe Minimally Invasive Cancer Center, Chuo-ku Kobe, Hyogo, Japan
Daisuke Miyawaki
Affiliation:
Division of Radiation Oncology, Kobe University Hospital, Chuo-ku Kobe, Hyogo, Japan
Naritoshi Mukumoto
Affiliation:
Division of Radiation Oncology, Kobe University Hospital, Chuo-ku Kobe, Hyogo, Japan
Ai Nakaoka
Affiliation:
Division of Radiation Oncology, Kobe University Graduate School of Medicine, Chuo-ku Kobe, Hyogo, Japan
Ryohei Sasaki
Affiliation:
Division of Radiation Oncology, Kobe University Hospital, Chuo-ku Kobe, Hyogo, Japan
*
Author for correspondence: Hiroaki Akasaka, Division of Radiation Oncology, Kobe Minimally Invasive Cancer Center, Chuo-ku Kobe, Hyogo650-0046, Japan. Tel: +81 78 304 4100. Fax: +81 78 304 0041. E-mail: akasaka@harbor.kobe-u.ac.jp
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Abstract

Aim:

To modify the final dose delivered to superficial tissues and to modulate dose distribution near irradiated surface, different boluses are used. Air gaps often form under the bolus affecting dose distribution. This study aimed to evaluate the effect of an air gap under the bolus radiation on dose delivery.

Materials and methods:

To evaluate the impact of the air gap, both helical tomotherapy (HT) and direct tomotherapy (DT) were performed in a simulation study.

Results:

The maximum dose to bolus in DT plans was bigger than that used in HT plans. The maximum dose delivered to the bolus depended on the air gap size. However, the maximum dose to bolus in all HT plans was within the acceptable value range. Acceptable value was set to up to 107% of the prescription dose. In the simulation performed in this study, the acceptable air gap under bolus was up to 15 mm and below 5 mm in HT and DT plans, respectively.

Conclusions:

HT technique is a good choice, but DT technique can be also used if the bolus position can be reproduced accurately. Thus, the reproducibility of the bolus position between planning and treatment is very important.

Type
Original Article
Copyright
© The Author(s), 2020. Published by Cambridge University Press

Introduction

Tomotherapy is a type of radiation therapy technique that is used to treat certain cancer types. Tomotherapy allows to deliver radiation doses to the affected tissues with high precision while avoiding healthy tissues. In radiation therapy that employs high energy photon beams, different types of boluses are used to adjust the final dose delivered to superficial tissues and to modulate dose distribution near the irradiated surface. The role of boluses in dose distribution during neck and head cancer treatment Reference Kassae, Bloch, Yorke, Altsculer and Rosenthal1Reference Niroomand-Rad, Javedan, Rodgers and Harter3 and in breast radiation therapy Reference Klein, Michalet-Lorenz and Taylor4Reference Wittych and Kukołowicz6 has been investigated. The air gap often forms under the bolus because of either daily variations in body surface shape or daily differences in bolus settings. Recent studies addressed the effect of air gap under the bolus on dose distribution. Reference Sroka, Reguła and Łobodziec7,Reference Khan, Villarreal-Barajas and Udowicz8 In addition, the effect of variations in air gap shapes on dose distribution to the target area was investigated. However, these reports had studied only a 3D-conventional technique or fixed-gantry intensity-modulated radiation therapy (IMRT) while they did not address the rotated IMRT approach. Recently developed volumetric-modulated arc therapy (VMAT) is now commonly used worldwide. Different variants of IMRT techniques exist and, among these, the effectiveness of VMAT has been compared to fixed beam IMRT Reference Cozzi, Dinshaw and Shrivastava9 confirming the potential of other rotational therapy techniques, such as helical tomotherapy (HT) (Accuray, Sunnyvale, CA, USA). Reference Lian, Mackenzie and Joseph10Reference Marnitz, Koehler and Burova12 Despite the existence of these advanced techniques, a bolus that results in lower energy build-up and therefore a reduced surface dose delivery to the skin is still used in radiation therapy for certain types of cancer. When patients with head and neck or breast cancer undergo tomotherapy, superficial gross disease is included in the target volume. These areas of superficial disease require an overlaying layer of bolus material to provide dose build-up. The presence of the bolus helps avoid inadequate dose or unwanted modulation of beam intensity at the skin surface. Reference Vyas, Palmer and Mudge13 Hence, it is important for each treatment session to set the bolus position on the surface, which is identical to the one that was defined when the treatment planning CT was taken. Therefore, careful placement of bolus material is important in radiotherapy.

In this study, the effect of the air gap under the bolus was evaluated in both HT as VMAT and direct tomotherapy (DT) as a conventional technique in a simulation study using the Radiotherapy Treatment Planning System. A virtual phantom of a cylindrical shape was used for simulations.

Materials and Methods

Simulation set-up

Simulation planning was performed with HT and DT. The virtual phantom was set to a cylindrical shape, and the target and the bolus were positioned at the top right surface of the phantom to stimulate treatment structures such as lymph nodes of head and neck cancer or breast cancer in the simulation (Figure 1). In breast cancer, the mammary gland tissue is situated near the skin surface. Therefore, the bolus is used to decrease the surface dose and to increase the dose delivered to the target in either situation. The density of the bolus was set to be equivalent to water. The bolus thickness was set to 0 mm, 5 mm and 10 mm as these thicknesses are commonly, Reference Ordonez-Sanz, Bowles, Hirst and MacDougall14 and the air gap between the bolus and the surface was set to 0 mm, 5 mm, 10 mm and 15 mm. A total of 26 plans (different combinations of; thickness of bolus; 0, 5, 10 and 15 mm, air gap; 0, 5, 10 and 15 mm, and irradiation technique; HT and DT) were generated using TomoTherapy planning station (TomoHDTM version. 5.1.1.6) (Accuray, Sunnyvale, CA, USA). In this study, only simulation planning was performed, not dosimetry measurements.

Figure 1. Scheme of the phantom design in this study. This phantom was virtually created in TomoTherapy planning station.

Tomotherapy planning

HT (TomoHDTM version. 2.1.4) (Accuray, Sunnyvale, CA, USA) machine consisted of a 6 MV flattening filter free beam with binary multi-leaf collimator, capable of a minimum leaf opening time of 20 ms. The jaw widths were of sizes 1 × 40, 2·5 × 40, and 5 × 40 cm2 at the Source to Axis distance of 85·0 cm. The dose rate was 850 cGy/min. For the current study, the field width was set to 2·5 cm, the modulation factor was set to 2·0 and a pitch of 0·43 was used for all plans. The gantry angle was set between 0 and 360 degrees in HT, while in DT the gantry angle was set to non-facing two angles (315 and 125 degrees). All plans were designed and optimised on the TomoTherapy planning station. The dose calculation was performed using the superposition algorithm (Reference Aspradakis, Morrison, Richmond and Steele15). A total of 50 Gy in 25 fractions was prescribed to 95% of the target in both HT plans and DT plans. There were no additional dose constraints. The acceptable value was set to up to 107% of the prescription dose. Reference Mrozowska and Kukołowicz16

Evaluation

The evaluation was performed using Velocity AI 3.2.1 (Varian Medical Systems, Palo Alto, CA). The maximum dose, the D98% dose, the D95% dose, the D2% dose and the minimum dose of target, the maximum dose of bolus, homogeneity index (HI), conformity index (CI), and dose-volume histogram (DVH) curves were defined. Dose homogeneity indicated the uniformity of dose distribution within the target volume, and dose conformity was defined as the ratio between the planned target volume and the irradiated volume at specified prescription dose. Reference Luan, Wang and Chen17Reference Knöös, Kristensen and Nilsson19 The dose conformity and uniformity were measured and estimated according to International Commission on Radiation Unit and Measurement 83. 20 The HI was defined as followsReference Salimi, Abi and Nedaie21:

$${\rm{HI}} = {{{D_{2\%}} - {D_{98\%}}} \over {{D_{50\% }}}}$$

where D2%, D98% and D50% are the received doses by 2%, 98% and 50% of target volume. The CI was defined as following 20 :

$${\rm{CI }} = {{{V_{95\%}}} \over {Volume\ of\ Target}}$$

where V95% is the volume of target covered by at least 95% of the prescribed dose.

There was no uncertainty in the results obtained because this was a simulation study. Therefore, statistical analyses are not relevant in this case.

Results

The dose coverage of the target

Table 1 shows the simulation results with dose-volume parameters in DT plans. Table 2 shows the simulation results with dose-volume parameters in HT plans. Figure 2 shows the examples of dose distributions, and Figure 3 shows examples of DVH curves obtained for the HT plans and DT plans. From these results, the DVH curves gradually worsened, that is, the slope of the DVH curve became gentler with an increase in the air gap distance in DT plans; however, the DVH curves in HT plans were almost stable when air gap distance was increasing. In other words, the value of D98% decreased and the value of D2% increased when air gap distance increased in DT plans. This means that DVH curve gradually became less sharp in DT plans. The HI values showed no significant difference in all plans; however, the CI value in HT plans was better than that in DT plans (2·27–3·62 at DT plan, 1·51–1·79 at HT plan). As a CI value equal to 1 is optimum, the HT plan also showed better outcome than the DT plan.

Table 1. The results of dose-volume parameters from DT plans

Table 2. The results of dose-volume parameters from HT plans

Figure 2. Examples of dose distributions in (a) DT plans and (b) HT plans. The thickness of the bolus was set to 5 mm, and the air gap between the bolus and target surface was set between 0 and 15 mm.

Figure 3. Examples of DVH curves in the HT plans and DT plans. The solid line indicates the DVH curve of target volume in HT plans, and the dotted line indicates the DVH curve of the target volume in DT plans. The thickness of the bolus was set to 5 mm, and the air gap between the bolus and target surface was set between 0 and 15 mm.

The dose deposit in bolus

The maximum dose delivered to the bolus in DT plans was higher than that used in HT plans (93·69 Gy at DT plan and 51·49 Gy at HT plan). Table 3 shows the results of the maximum dose delivered to the bolus in HT plans and DT plans. Figure 4 shows the examples of the maximum dose delivered to the bolus depending on the air gap distance. From the measurements obtained, the maximum dose delivered to the bolus in DT plans was within the range of 1·01% to 1·87%. It was positively correlated with the air gap distance as seen by its gradual increase with the increase in dose level. However, the maximum dose delivered to the bolus in all HT plans was a value within acceptable range of 0·88% to 1·03%.

Table 3. The results of the maximum dose to bolus of DT plans and HT plans

Figure 4. Examples of the maximum dosages delivered to the bolus in (a) DT plans and (b) HT plans. The thickness of the bolus was set to 5 mm, and the air gap between the bolus and target surface was set between 0 and 15 mm.

Discussion

The main goal of this study was to evaluate the effect of air gap between the bolus and the skin on the radiation dose delivered to a target during HT or DT. On one hand, the HT technique can irradiate the target using rotational angle. On the other hand, DT technique is the same as the conventional irradiation, which has certain limitations. Compared with DT, the advantages of HT for the treatment are manifested mainly in the improved conformity and uniformity of the doses delivered to the target while significantly reducing those delivered to the organs at risk. This is achieved at the cost that lower dose area is spread to the tissue around the tumour and the undesired lower doses are delivered to the healthy tissues. Several previously published reports suggested that VMAT technique was better than the conventional technique. Reference Teoh, Clark, Wood, Whitaker and Nisbet22,Reference Ost, Speleers and De Meerleer23 In this research, the targets for irradiation were head and neck cancers or breast cancer; therefore, the bolus method was employed to improve the dose distribution. However, if an air gap forms between the bolus and the target at the time of CT and at the time of treatment, it might interfere with the proper distribution of irradiation, introducing errors. The dose coverage in HT plans was better than that in DT plans from the results of CI analysis. The maximum value from HT plan was 1·79, and from DT plan it was 3·62. The CI value obtained from HT plan was closer to 1 (the optimum) than that obtained from DT plan. Our measurements are in agreement with those shown in the report from Richard Shaffer et al. Reference Shaffer, Nichol and Vollans24 who suggested that arc irradiation technique achieved equal or better target coverage than fixed IMRT. The remarkable point in this study is that the maximum dose of bolus was used in each plan. The maximum dose of irradiation delivered in HT plans was 51·49 Gy. However, the calculation of the maximum dose delivered in DT plans can be as high as 93·69 Gy. If the position of bolus had changed between planning and treatment, the skin near the bolus might have been irradiated at the very high dose. High dose is known to induce several side effects that cause skin damage. Reference Di Franco, Sammarco and Calvanese25 In other words, the patient suffers from an undesirably high dose under such conditions. In HT plans, it was possible to use the air gap of up to 15 mm without endangering the patient. On the other hand, in DT plans, the air gap must be kept under 5 mm to ensure the appropriate dose delivery without causing harmful effects. As a limitation, DT technique performed in this research was considered a conventional technique. Under different conditions, DT irradiation can be also used as a fixed-field IMRT technique and in this study, these aspects were not addressed. Research regarding the effect of air gap comparing conventional technique and fixed-field IMRT was already reported. Reference Khan, Villarreal-Barajas and Udowicz8 So, we used DT technique as the only conventional technique and evaluated the effect of air gap comparing HT technique and DT technique. Instead, our research suggested that it is needed to ensure the accurate bolus position when DT was used as conventional technique.

Conclusions

In summary, HT plan provided better dose distribution and DVH than DT plan in this research. When the target was treated with bolus, the air gap under the bolus affected dose distribution causing damaging side effect for the patients. In our study, the acceptable air gap under the bolus was up to 15 mm and below 5 mm in HT and DT techniques, respectively. Clearly, HT technique is a good choice, but DT technique can be used as well if the bolus position can be reproduced accurately. Thus, the reproducibility of the bolus position between planning and treatment is the most important factor when using the conventional method. The results of this report will be useful for medical doctors, radiation technologists and medical physicists, as it reminds them that the accuracy of the treatment depends on the accuracy of the bolus placement.

Acknowledgement

The authors thank Hiroki Kawaguchi and Satoshi Seno (Division of Radiation Oncology, Kobe University) for technical assistance.

Financial Support

This work was supported by Grants-in-Aid (nos. 19K08121) for Exploratory Research from the Ministry of Education, Culture, Sports, Science and Technology of Japan.

Conflict of Interest

None.

References

Kassae, A, Bloch, P, Yorke, E, Altsculer, MD, Rosenthal, DI. Beam spoilers versus bolus for 6MV photon treatment of head and neck cancers. Med Dosim 2000; 25: 127131.CrossRefGoogle Scholar
Chu, JCH, Coia, LR, Aziz, D, Stafford, PM. Dose to superficial node for patients with head and neck cancer treated with 6MV and 60 Co photons. Radiother Oncol 1991; 21 (4): 257260.CrossRefGoogle Scholar
Niroomand-Rad, A, Javedan, K, Rodgers, JE, Harter, KW. Effects of beam spoiler on radiation dose for head and neck irradiation with 10MV photon beam. Int J Radiat Oncol Biol Phys 1997; 37 (4): 935940.CrossRefGoogle Scholar
Klein, EE, Michalet-Lorenz, M, Taylor, ME. Use of a Lucite beam spoiler for high-energy breast irradiation. Med Dosim 1995; 20 (Summer (2)): 8994.CrossRefGoogle ScholarPubMed
Lief, EP, Hunt, MA, Hong, LX, Amols, HI. Radiation therapy of large intact breasts using a beam spoiler or photons with mixed energies. Med Dosim 2007; 32: 246253.Google ScholarPubMed
Wittych, J, Kukołowicz, P. Effect of beam spoiler on radiation dose in the build-up region for 6-MV X-ray. Rep Pract Oncol Radiother 2003; 8 (1): 1523.CrossRefGoogle Scholar
Sroka, M, Reguła, J, Łobodziec, W. The influence of the bolus-surface distance on the dose distribution in the build-up region. Rep Pract Oncol Radiother 2010; 15 (6): 161164.CrossRefGoogle ScholarPubMed
Khan, Y, Villarreal-Barajas, EJ, Udowicz, M et al. Clinical and dosimetric implications of air gaps between bolus and skin surface during radiation therapy. J Cancer Ther 2013; 4: 12511255.CrossRefGoogle Scholar
Cozzi, L, Dinshaw, KA, Shrivastava, SK et al. A treatment planning study comparing volumetric arc modulation with RapidArc and fixed field IMRT for cervix uteri radiotherapy. Radiother Oncol 2008; 89: 180191.CrossRefGoogle ScholarPubMed
Lian, J, Mackenzie, M, Joseph, K et al. Assessment of extended field radiotherapy for stage IIIC endometrial cancer using three-dimensional conformal radiotherapy, intensity-modulated radiotherapy and helical tomotherapy. Int J Radiat Oncol Biol Phys 2008; 70: 935943.CrossRefGoogle ScholarPubMed
Hsieh, CH, Wie, MC, Lee, H-L et al. Whole pelvic helical tomotherapy for locally advanced cervical cancer: technical implementation of IMRT with helical tomotherapy. Radiat Oncol 2009; 4: 62.CrossRefGoogle ScholarPubMed
Marnitz, S, Koehler, C, Burova, E et al. Helical tomotherapy with simultaneous integrated boost after laparoscopic staging in patients with cervical cancer: analysis of feasibility and early toxicity. Int J Radiat Oncol Biol 2012; 82: e137e143.CrossRefGoogle ScholarPubMed
Vyas, V, Palmer, L, Mudge, R et al. Bolus for megavoltage photon and electron radiation therapy. Med Dosim 2013; 38 (3): 268273.CrossRefGoogle ScholarPubMed
Ordonez-Sanz, C, Bowles, S, Hirst, A, MacDougall, ND. A single plan solution to chest wall radiotherapy with bolus? Br J Radiol 2014: 87 (1037): 19.CrossRefGoogle ScholarPubMed
Aspradakis, MM, Morrison, RH, Richmond, DN, Steele, A. Experimental verification of convolution/superposition photon dose calculations for radiotherapy treatment planning. Phys Med Biol 2003; 48 (17): 28732893.CrossRefGoogle ScholarPubMed
Mrozowska, M, Kukołowicz, P. Relationships between various indices of doses distribution homogeneity. Rep Pract Oncol Radiother 2015; 20 (4): 278283.CrossRefGoogle ScholarPubMed
Luan, S, Wang, C, Chen, DZ et al. A new MLC segmentation algorithm/software for step-and-shoot IMRT delivery. Med Phys 2004; 31: 695707.CrossRefGoogle ScholarPubMed
Jabbari, K. Review of fast Monte Carlo codes for dose calculation in treatment planning. J Med Signals Sens 2011; 1: 7386.CrossRefGoogle ScholarPubMed
Knöös, T, Kristensen, I, Nilsson, P. Volumetric and dosimetric evaluation of radiation treatment plans: radiation conformity index. Int J Radiat Oncol Biol Phys 1998; 42: 11691176.Google ScholarPubMed
International Commission on Radiation Units and Measurements. Prescribing, Recording, And Reporting Photon-Beam Intensity- Modulated Radiation Therapy (IMRT): ICRU Report 83. Bethesda, USA: ICRU Publications, 2010.Google Scholar
Salimi, M, Abi, KST, Nedaie, HA et al. Assessment and comparison of homogeneity and conformity indexes in step-and-shoot and compensator-based Intensity Modulated Radiation Therapy (IMRT) and Three-Dimensional Conformal Radiation Therapy (3D CRT) in prostate cancer. J Med Signals Sens 2017; 7 (2): 102107.Google ScholarPubMed
Teoh, M, Clark, CH, Wood, K, Whitaker, S, Nisbet, A. Volumetric modulated arc therapy: a review of current literature and clinical use in practice. Br J Radiol 2011; 84: 967996.CrossRefGoogle ScholarPubMed
Ost, P, Speleers, B, De Meerleer, G et al. Volumetric arctherapy and intensity modulated radiotherapy for primaryprostate radiotherapy with simultaneous integrated boost to intraprostatic lesion with 6 and 18 MV: a planning comparison study. Int J Radiat Oncol Biol Phys 2011; 79: 920926.CrossRefGoogle Scholar
Shaffer, R, Nichol, AM, Vollans, E et al. A comparison of volumetric modulated arc therapy and conventional intensity-modulated radiotherapy for frontal and temporal high-grade gliomas. Int J Radiat Oncol Biol Phys 2010; 76 (4): 11771184.CrossRefGoogle ScholarPubMed
Di Franco, R, Sammarco, E, Calvanese, MG et al. Preventing the acute skin side effects in patients treated with radiotherapy for breast cancer: the use of corneometry in order to evaluate the protective effect of moisturizing creams. Radiat Oncol 2013; 8: 57.CrossRefGoogle ScholarPubMed
Figure 0

Figure 1. Scheme of the phantom design in this study. This phantom was virtually created in TomoTherapy planning station.

Figure 1

Table 1. The results of dose-volume parameters from DT plans

Figure 2

Table 2. The results of dose-volume parameters from HT plans

Figure 3

Figure 2. Examples of dose distributions in (a) DT plans and (b) HT plans. The thickness of the bolus was set to 5 mm, and the air gap between the bolus and target surface was set between 0 and 15 mm.

Figure 4

Figure 3. Examples of DVH curves in the HT plans and DT plans. The solid line indicates the DVH curve of target volume in HT plans, and the dotted line indicates the DVH curve of the target volume in DT plans. The thickness of the bolus was set to 5 mm, and the air gap between the bolus and target surface was set between 0 and 15 mm.

Figure 5

Table 3. The results of the maximum dose to bolus of DT plans and HT plans

Figure 6

Figure 4. Examples of the maximum dosages delivered to the bolus in (a) DT plans and (b) HT plans. The thickness of the bolus was set to 5 mm, and the air gap between the bolus and target surface was set between 0 and 15 mm.