Journal List > Prog Med Phys > v.36(4) > 1516094367

Huh, Yoon, Jegal, Lee, Cheon, Park, Kim, Choi, Kang, Lee, Jin, and Son: Performance Evaluation of the HyperSight Cone-Beam Computed Tomography System on the Halcyon Platform: Installation Acceptance and Quantitative Image Quality Assessment

Abstract

Purpose

Cone-beam computed tomography (CBCT) plays a critical role in image-guided radiation therapy (IGRT) and adaptive radiotherapy workflows. Recently, the HyperSight imaging solution was introduced, which integrates hardware and software enhancements, including an extra-large detector, a high-capacity X-ray tube, and a new iterative reconstruction algorithm (Acuros CTS). This study aimed to evaluate the imaging performance of the HyperSight-enabled CBCT system on the Halcyon platform, with a particular focus on Hounsfield unit (HU) accuracy, uniformity, and image noise, using both standard acceptance tests and additional phantom-based analyses.

Methods

Initial performance verification was conducted using a comprehensive Installation Product Acceptance (IPA) procedure based on the STB 11-612 protocol, which included tests for X-ray generator accuracy (kVp, mA, ms), half-value layer, and detector characteristics (gain, offset, noise, and pixel defects). Subsequently, three different phantoms—QUART DVTvn, Catphan 604, and MZ CUBE—were scanned using standard Feldkamp-Davis-Kress (FDK) and advanced Acuros reconstruction methods. Image quality was quantitatively evaluated by comparing HU constancy, HU uniformity, and image noise under head and pelvis acquisition protocols.

Results

All IPA tests met the specified criteria, confirming correct system installation and baseline imaging performance. In phantom studies, the Acuros reconstruction method demonstrated improved HU constancy and uniformity compared to FDK across all materials and acquisition protocols, with the most notable improvement observed in pelvis mode. Image noise was reduced by an average of 30% with Acuros, particularly in low-contrast inserts. These findings were consistent across both the Catphan and MZ CUBE phantoms.

Conclusion

The HyperSight CBCT system on the Halcyon platform, particularly when paired with Acuros reconstruction, offers significantly enhanced image quality, with improved HU accuracy, uniformity, and noise suppression. These improvements support its clinical applicability in high-precision IGRT and adaptive radiotherapy, with the potential to enhance treatment accuracy and workflow efficiency.

Introduction

Cone-beam computed tomography (CBCT) has become an indispensable tool in image-guided radiation therapy (IGRT), enabling clinicians to verify patient positioning, anatomy, and setup accuracy before treatment delivery [1-4]. In recent years, growing clinical interest in online adaptive radiotherapy has further emphasized the importance of high-quality volumetric imaging at the treatment isocenter [5,6]. As the role of CBCT expands from simple localization to on-treatment replanning and dose estimation, the requirements for image quality, geometric accuracy, and Hounsfield unit (HU) fidelity have increased substantially [7,8].
Despite these advancements, conventional CBCT systems have well-recognized limitations, including reduced soft-tissue contrast, increased image noise, limited HU consistency, and artifacts caused by scatter and high-density materials. The constraints pose significant challenges for accurate dose calculations and adaptive planning, particularly in anatomically complex regions or in patients with larger body habitus.
To overcome these challenges, Varian Medical Systems has introduced the HyperSight imaging solution—a next-generation CBCT technology integrated into treatment platforms, such as Halcyon and TrueBeam (Varian Medical Systems) [9-11]. HyperSight features significant hardware upgrades, including an extra-large detector panel with enhanced quantum efficiency and reduced lag, as well as a high-capacity X-ray tube. Additionally, it introduces a novel iterative reconstruction pipeline that combines algebraic and statistical approaches, with advanced correction techniques, including scatter modeling and Metal Artifact Reduction (MAR). While the full technical specifications and algorithmic details are provided in later sections, HyperSight represents a comprehensive redesign of the CBCT imaging chain aimed at addressing the evolving clinical demands of adaptive radiotherapy.
In this study, we evaluate the imaging performance of the HyperSight-enabled CBCT system on the Halcyon platform following the completion of its Installation Product Acceptance (IPA) testing. Using a diverse set of anthropomorphic and quality assurance phantoms, we evaluated the system’s ability to produce consistent, clinically usable image quality across multiple anatomical regions and CBCT protocols. Our objective was to assess the feasibility and clinical readiness of HyperSight for integration into modern radiotherapy workflows that demand high-precision volumetric imaging.

Materials and Methods

1. HyperSight

As briefly noted in the Introduction, HyperSight represents Varian Medical Systems’s latest upgrade to CBCT imaging, integrating both hardware and software innovations to enhance image quality, acquisition speed, and dose efficiency.
From a hardware perspective, HyperSight incorporates an extra-large flat-panel detector with an active area of 86×43 cm², allowing a scan diameter of up to 54 cm (Table 1 and Fig. 1). This expanded field of view enhances anatomical coverage while maintaining high spatial resolution. The detector design includes reduced lag characteristics and an integrated anti-scatter grid, thereby minimizing detector-related scatter and enhancing image uniformity. Additionally, a high-capacity X-ray tube has been introduced, providing a two-fold increase in heat capacity over previous generations. This upgrade enables higher power output, increased X-ray intensity, and the ability to perform multiple scans in a shorter time without overheating, supporting more flexible and efficient imaging workflows.
On the software side, HyperSight employs a novel iterative reconstruction framework that replaces the Feldkamp-Davis-Kress (FDK) algorithm [12-15]. The process comprises two phases: first, an initial reconstruction using the Algebraic Reconstruction Technique with total variation regularization to suppress noise and preserve edges; second, a Penalized Likelihood reconstruction that statistically refines the image based on the Poisson nature of X-ray detection. The pipeline also incorporates several correction modules, including deterministic scatter correction, hardware scatter modeling via Monte Carlo simulation, MAR, and energy-dependent HU calibration. These enhancements improve HU consistency, reduce artifacts, and enable superior soft tissue visualization—features especially critical for adaptive radiotherapy.

2. Installation Product Acceptance

Following the installation of the HyperSight imaging system on the Halcyon platform, a comprehensive IPA procedure was conducted to verify system functionality and imaging performance in accordance with the manufacturer’s specifications. All tests were conducted by a certified Varian Medical Systems service engineer using the standardized protocols outlined in STB 11-612 HyperSight and CBCTp Options.
The acceptance process began with verification of the X-ray generator output. The accuracy of the tube potential (kVp), current (mA), and exposure time (ms) was measured using a RaySafe X2 dosimetry system (RaySafe). Additionally, beam quality was assessed by measuring the half-value layer (HVL) measurements at 70 kVp and 100 kVp to ensure that the filtration and output characteristics met the required tolerances. Subsequently, system-level image performance was evaluated by assessing the kV detector panel’s characteristics, including imager sensitivity (gain), offset uniformity (dark field image), electronic noise (dark noise), and pixel defect rate. These tests provided baseline information on detector performance and image stability under standard acquisition conditions.
To evaluate CBCT imaging performance, QUART DVTvn phantom (Varian Medical Systems) scans were acquired under both head (100 kVp) and pelvis (125 kVp) modes. Image quality was assessed by examining HU calibration accuracy across multiple insert materials, geometric fidelity through distance measurements, uniformity across central and peripheral regions of the phantom, and high-contrast resolution derived from edge response profiles. All parameters were compared against the manufacturer’s acceptance criteria to confirm compliance with expected system performance.

3. CBCT imaging performance evaluation with diverse phantoms

To further evaluate the imaging performance of the HyperSight-enabled CBCT system beyond the IPA, additional phantom-based tests were conducted using a diverse set of commercially available phantoms. These evaluations aimed to compare the image quality between the conventional FDK-based reconstruction method against the newly introduced Acuros CTS reconstruction method, which incorporates deterministic scatter correction based on the linear Boltzmann transport equation.
Three types of phantoms were utilized in this analysis. Alongside the QUART DVTvn phantom, which was also used during the IPA and served as a reference standard for HU calibration and uniformity under controlled conditions, we employed the Catphan 604 phantom (The Phantom Laboratory), a widely used clinical reference for evaluating image quality parameters. We also included the MZ CUBE phantom (Paprika Lab), a commercially available, multipurpose QA phantom designed to consolidate various CBCT quality assurance tests—including HU constancy, uniformity, spatial resolution, and low-contrast detectability—into a single device. A photograph of all three phantoms is shown in Fig. 2.
All phantoms were scanned on the Halcyon platform using multiple acquisition protocols, including standard FDK-based and Acuros CTS reconstruction methods. For each phantom–protocol–reconstruction combination, three repeated CBCT acquisitions were performed. HU constancy, uniformity, and noise metrics were calculated as the average of the three measurements to ensure measurement stability and reduce scan-to-scan variability. The primary image quality metrics assessed were HU constancy across known materials, image uniformity across central and peripheral regions, and image noise, newly introduced in this study, quantified as the standard deviation of HU values within homogeneous regions of interest (ROIs).
For HU constancy assessment, reference HU values for each material were defined according to the manufacturer-provided material specifications for the Catphan 604 and MZ CUBE phantoms. For the Catphan phantom, the reference HU was selected as the nominal mid-range value reported in the manual (e.g., Air –1,000 HU, PMP (polymethylpentene) –200 HU, LDPE (low-density polyethylene) –100 HU, Polystyrene –35 HU, Acrylic 120 HU), based on the HU ranges provided by the manufacturer for each insert. For the MZ CUBE phantom, the reference HU for each material was defined as the midpoint between the minimum and maximum HU values specified in the manual (e.g., PE –47 HU, Acrylic 114.5 HU, Air –997 HU, Teflon 1,000.5 HU). These reference values served as the baseline for calculating HU constancy deviations across all reconstruction conditions.
For assessing image uniformity and noise, five ROIs were analyzed: one at the center of the phantom and four peripheral ROIs positioned 50 mm from the center along the superior, inferior, left, and right directions. In the Catphan phantom, each ROI was defined as a 20×20 mm square, whereas in the MZ CUBE phantom, circular ROIs of approximately 3 cm² were used, placed at the same radial distance of 50 mm from the center. These ROI geometries and placements adhered to the standard Catphan and MZ CUBE evaluation procedures. Table 2 summarizes the imaging parameters, reconstruction settings, and evaluation procedures used for each phantom and reconstruction method.

Results

1. Installation Product Acceptance

All tests conducted during the IPA procedure were completed and met the acceptance criteria specified in the manufacturer’s documentation. As outlined in the Methods section, the X-ray generator output was verified by evaluating the accuracy of kVp, mA, and ms, as well as by measuring the HVL at multiple energy levels. All measured values were within the specified tolerance ranges. In addition, the kV imaging panel was comprehensively evaluated for baseline image quality characteristics. Specifically, tests were conducted for imager sensitivity (gain), dark field images (offset), noise images (dark noise), and kV pixel defects using the system’s built-in calibration tools. The results confirmed that all parameters were within the manufacturer’s specified limits, indicating that the HyperSight system was functioning properly at the time of installation. Table 3 summarizes the detailed outcomes of each IPA test and their compliance with the acceptance criteria.

2. CBCT imaging performance evaluation

The first aspect of the CBCT image quality evaluation focused on HU constancy across different materials using the Catphan 604 and MZ CUBE phantoms. For both phantoms, all tested materials exhibited HU values within the predefined ±50 HU tolerance (Halcyon 4.0 Specifications), confirming acceptable quantitative accuracy under both reconstruction methods. Quantitatively, the mean absolute HU deviation for the Catphan phantom decreased from approximately 14.6 HU to 8.5 HU in head mode and from 8.9 HU to 4.0 HU in pelvis mode when switching from FDK to Acuros, demonstrating a clear and consistent improvement across most materials. For example, for the air insert, the deviation decreased from 19.9 HU to 5.7 HU under the head protocol and from 10.6 HU to 0.2 HU under the pelvis protocol. The air insert exhibited the largest difference between FDK and Acuros reconstructions because air generates the strongest scatter gradients and cupping artifacts in FDK reconstruction. As FDK does not model scatter, HU underestimation is most severe in air, whereas Acuros effectively corrects these errors through deterministic scatter correction and energy-dependent modeling. LDPE was the only material for which the difference between FDK and Acuros remained small. Because LDPE has the lowest density and effective atomic number among the polymer inserts, it generates minimal scatter and exhibits weak energy-dependent attenuation. As a result, FDK already reconstructs LDPE with little intrinsic bias, leaving limited scope for further HU improvement.
In the MZ CUBE phantom, a similar pattern of material-dependent variation was observed. HU deviations decreased modestly for PE and acrylic and more substantially for Teflon (e.g., 949.6 HU to 973.1 HU in head mode), while air showed a small but consistent improvement. The high-density Teflon insert is subject to stronger beam hardening and nonlinear attenuation at 100 kVp, resulting in a greater improvement with Acuros reconstruction in the head protocol than in the pelvis protocol. In addition, the air region in the MZ CUBE phantom is smaller and embedded within a more heterogeneous surrounding structure, which inherently results in reduced scatter-induced HU bias. Consequently, the relative improvement achieved with Acuros appears smaller than that in the Catphan phantom. These findings indicate that Acuros-based reconstruction improves HU fidelity for most materials and may be particularly advantageous in scenarios requiring high quantitative accuracy. Detailed HU comparison results for each material and reconstruction method are illustrated in Fig. 3.
The second evaluation focused on HU uniformity across multiple ROIs within each phantom scan. Across all measurement directions and phantom types, the Acuros CTS reconstruction consistently demonstrated superior uniformity compared with the conventional FDK method. Quantitatively, for the Catphan phantom, the mean peripheral–central HU deviation decreased from 5.3 HU to 2.9 HU under the head protocol and from 3.6 HU to 1.9 HU under the pelvis protocol, representing average reductions of approximately 2.4 HU and 1.7 HU, respectively. A more pronounced improvement was observed for the MZ CUBE phantom, where the mean deviation decreased from 12.9 HU to 5.3 HU in the head mode and from 32.6 HU to 3.1 HU in the pelvis mode, corresponding to reductions of 7.6 HU and 29.5 HU, respectively. In particular, the pelvis protocol showed a dramatic improvement across all peripheral ROIs (e.g., top ROI: 35.66 HU to 2.67 HU). These findings demonstrate that Acuros more effectively suppresses image nonuniformities than FDK, with notably pronounced benefits under the pelvis acquisition protocol. A complete comparison of HU uniformity results across reconstruction methods and protocols is presented in Fig. 4.
The final analysis assessed image noise by measuring the standard deviation of HU values within homogeneous regions of the Catphan 604 and MZ CUBE phantoms. In both phantoms and across all ROI positions, Acuros CTS consistently demonstrated lower image noise compared to FDK. In the Catphan phantom, the mean noise level across the five ROIs decreased from 13.7 HU to 10.0 HU, representing an average reduction of approximately 27%. For example, in head mode, the noise in the central ROI decreased from 14.6 HU to 10.4 HU. A similar pattern was observed in the MZ CUBE phantom, where the average noise level decreased from 7.8 HU to 5.4 HU, representing an approximate 31% reduction. A detailed comparison of noise measurements across all ROIs is presented in Fig. 5.
The superior HU consistency and uniformity observed with Acuros CTS can be attributed to fundamental differences between the two reconstruction approaches. The conventional FDK method relies on purely geometric back-projection and does not explicitly model X-ray scatter, beam hardening, or the statistical nature of photon detection. As a result, residual scatter and nonlinear attenuation effects introduce spatially varying HU bias, particularly in large or dense phantoms and in peripheral regions. In contrast, Acuros CTS incorporates deterministic scatter correction based on the linear Boltzmann transport equation, energy-dependent material modeling, and statistical iterative refinement. This enables more accurate correction of scatter-induced shading, reduces cupping artifacts, and stabilizes voxel-wise HU values across the field of view. Together, these features directly contribute to the improved HU uniformity and quantitative accuracy demonstrated in this study.

Discussion

In this study, we comprehensively evaluated the imaging performance of the HyperSight-enabled CBCT system implemented on the Halcyon platform. IPA testing demonstrated that all system components—including the X-ray generator, kV imaging panel, and image reconstruction workflow—met the manufacturer’s acceptance criteria, confirming stable and reliable hardware and software performance upon installation. These results established a robust technical foundation for further image quality assessment and clinical integration.
Quantitative analysis using multiple QA phantoms, including QUART DVTvn, Catphan 604, and MZ CUBE, demonstrated clear advantages of the Acuros CTS reconstruction method over conventional FDK-based reconstruction. HU constancy and uniformity were consistently improved with Acuros across all scan protocols, with the greatest benefits observed under the pelvis acquisition condition. In addition, image noise was reduced by approximately 30% on average, indicating improved image consistency and reduced scatter-induced degradation. These improvements are particularly relevant for adaptive radiotherapy workflows that require reliable and reproducible volumetric information.

Conclusions

Overall, the findings of this study suggest that HyperSight, combined with Acuros CTS reconstruction, can provide higher image quality and more quantitatively accurate CBCT images compared to conventional reconstruction approaches. This has the potential to support more accurate patient setup, improved adaptive replanning, and better clinical decision-making in image-guided radiotherapy. Future work will include patient-based validation, evaluation of clinical workflow efficiency, and assessment of dose–image quality trade-offs to fully establish the clinical utility of HyperSight in routine adaptive radiotherapy practice.

Notes

Funding

This research did not receive any specific grant from funding agencies in the public, commercial, or not-for profit sectors.

Conflicts of Interest

Jin Jegal and Chang Heon Choi are members of the editorial board of the Progress in Medical Physics, but have no role in the decision to publish this article. The other authors declare no potential conflicts of interest with respect to the research, authorship, and/or publication of this article.

Data Availability

The data that support the findings of this study are available from the corresponding author on reasonable request.

Author Contributions

Conceptualization: Jaeman Son. Data curation: Yoonsuk Huh. Formal analysis: Yoonsuk Huh, Jaeman Son. Investigation: Seonghee Kang, Chang Heon Choi, Sung Hyun Lee. Methodology: Yoonsuk Huh, Jaeman Son. Project administration: Jaeman Son. Resources: Jongmin Park, Jung-in Kim. Software: Yoonsuk Huh, Hyeongmin Jin. Supervision: Jung-in Kim. Validation: Yoonsuk Huh, Jin Jegal, Inbum Lee, Euntaek Yoon, Bo-Wi Cheon. Visualization: Yoonsuk Huh. Writing – original draft: Yoonsuk Huh. Writing – review & editing: Jaeman Son.

References

1. Iliopoulos P, Simopoulou F, Simopoulos V, Kyrgias G, Theodorou K. 2023. Review on cone beam computed tomography (CBCT) dose in patients undergoing image guided radiotherapy (IGRT). Advances in dosimetry and new trends in radiopharmaceuticals. IntechOpen;DOI: 10.5772/intechopen.1002683.
2. Bell K, Licht N, Rübe C, Dzierma Y. 2018; Image guidance and positioning accuracy in clinical practice: influence of positioning errors and imaging dose on the real dose distribution for head and neck cancer treatment. Radiat Oncol. 13:190. DOI: 10.1186/s13014-018-1141-8. PMID: 30285806. PMCID: PMC6167812.
3. Borm KJ, Junker Y, Düsberg M, Devečka M, Münch S, Dapper H, et al. 2021; Impact of CBCT frequency on target coverage and dose to the organs at risk in adjuvant breast cancer radiotherapy. Sci Rep. 11:17378. DOI: 10.1038/s41598-021-96836-0. PMID: 34462489. PMCID: PMC8405651.
4. Oh S, Kim S, Suh TS. 2006; How image quality affects determination of target displacement when using kilovoltage cone-beam computed tomography. J Appl Clin Med Phys. 8:101–107. DOI: 10.1120/jacmp.v8i1.2440. PMID: 17592455. PMCID: PMC5722404.
5. de Jong R, Visser J, van Wieringen N, Wiersma J, Geijsen D, Bel A. 2021; Feasibility of conebeam CT-based online adaptive radiotherapy for neoadjuvant treatment of rectal cancer. Radiat Oncol. 16:136. DOI: 10.1186/s13014-021-01866-7. PMID: 34301300. PMCID: PMC8305875.
6. Stanley DN, Harms J, Pogue JA, Belliveau JG, Marcrom SR, McDonald AM, et al. 2023; A roadmap for implementation of kV-CBCT online adaptive radiation therapy and initial first year experiences. J Appl Clin Med Phys. 24:e13961. DOI: 10.1002/acm2.13961. PMID: 36920871. PMCID: PMC10338842.
7. Lavrova E, Garrett MD, Wang YF, Chin C, Elliston C, Savacool M, et al. 2023; Adaptive radiation therapy: a review of CT-based techniques. Radiol Imaging Cancer. 5:e230011. DOI: 10.1148/rycan.230011. PMID: 37449917. PMCID: PMC10413297.
8. Duan J, Harms J, Boggs DH, Kole AJ, Popple RA, Stanley DN, et al. 2025; Assessing dosimetric benefits of cone beam computed tomography-guided online adaptive radiation treatment frequencies for lung cancer. Adv Radiat Oncol. 10:101740. DOI: 10.1016/j.adro.2025.101740. PMID: 40213313. PMCID: PMC11982956.
9. Kim E, Park YK, Zhao T, Laugeman E, Zhao XN, Hao Y, et al. 2024; Image quality characterization of an ultra-high-speed kilovoltage cone-beam computed tomography imaging system on an O-ring linear accelerator. J Appl Clin Med Phys. 25:e14337. DOI: 10.1002/acm2.14337. PMID: 38576183. PMCID: PMC11087174.
10. Duan J, Pogue JA, Boggs DH, Harms J. 2024; Enhancing precision in radiation therapy for locally advanced lung cancer: a case study of cone-beam computed tomography (CBCT)-based online adaptive techniques and the promise of HyperSightTM Iterative CBCT. Cureus. 16:e66943. DOI: 10.7759/cureus.66943.
11. Haertter A, Salerno M, Koger B, Kennedy C, Alonso-Basanta M, Dong L, et al. 2024; ACR benchmark testing of a novel high-speed ring-gantry linac kV-CBCT system. J Appl Clin Med Phys. 25:e14299. DOI: 10.1002/acm2.14299. PMID: 38520072. PMCID: PMC11087172.
12. Feldkamp LA, Davis LC, Kress JW. 1984; Practical cone-beam algorithm. J Opt Soc Am A. 1:612–619. DOI: 10.1364/JOSAA.1.000612.
13. Vassiliev ON, Wareing TA, McGhee J, Failla G, Salehpour MR, Mourtada F. 2010; Validation of a new grid-based Boltzmann equation solver for dose calculation in radiotherapy with photon beams. Phys Med Biol. 55:581–598. DOI: 10.1088/0031-9155/55/3/002. PMID: 20057008.
14. Vassiliev ON. 2016. Monte Carlo methods for radiation transport. Springer Cham;DOI: 10.1007/978-3-319-44141-2.
15. Wang A, Maslowski A, Messmer P, Lehmann M, Strzelecki A, Yu E, et al. 2018; Acuros CTS: a fast, linear Boltzmann transport equation solver for computed tomography scatter - Part II: system modeling, scatter correction, and optimization. Med Phys. 45:1914–1925. DOI: 10.1002/mp.12849. PMID: 29509973.

Fig. 1
An extra-large flat-panel detector (outlined with a red dotted line) installed on the Halcyon platform, providing an extended field of view for HyperSight cone-beam computed tomography acquisition.
pmp-36-4-165-f1.tif
Fig. 2
Photographs (upper) and cross-section images (bottom) of the three phantoms used in this study. From left to right: QUART DVTvn phantom, Catphan 604 phantom, and MZ CUBE phantom.
pmp-36-4-165-f2.tif
Fig. 3
Comparison of HU constancy across different materials using FDK and Acuros CTS reconstruction methods under head (left) and pelvis (right) acquisition protocols, using the Catphan 604 (top) and MZ CUBE (bottom) phantoms. Material inserts include PMP, LDPE, and PE, and others. HU, Hounsfield unit; FDK, Feldkamp-Davis-Kress; PMP, polymethylpentene; LDPE, low-density polyethylene.
pmp-36-4-165-f3.tif
Fig. 4
Comparison of HU uniformity between FDK and Acuros CTS reconstructions under head (left) and pelvis (right) acquisition protocols, using the Catphan 604 (upper) and MZ CUBE (bottom) phantoms. Uniformity was calculated as the HU difference between the peripheral and central regions of interest. HU, Hounsfield unit; FDK, Feldkamp-Davis-Kress.
pmp-36-4-165-f4.tif
Fig. 5
Comparison of image noise (HU standard deviation) between FDK and Acuros CTS reconstruction methods, using Catphan 604 (left) and MZ CUBE (right) phantoms. HU, Hounsfield unit; FDK, Feldkamp-Davis-Kress.
pmp-36-4-165-f5.tif
Table 1
Summary of HyperSight hardware specifications
Parameter Previous detector HyperSight detector
Active detector dimensions (cm) 43.0×43.0 86.0×43.0
Gantry rotation acquisition scan range (°) 180 or 360 211
Maximum scan diameter (cm) 49.1 53.8
Extended diameter reconstruction (cm) - 70.0
Fastest scan time (s) 17.0–41.0 5.9
kV CBCT slice thickness (mm) 0.2 0.2
Pixel size (µm) 140 140

CBCT, cone-beam computed tomography.

Table 2
Summary of imaging acquisition parameters and reconstruction methods for each phantom
Phantom Parameter Head Pelvis
QUART kVp 100 125
Reconstruction FDK Acuros
Catphan kVp 100 125
Reconstruction FDK/Acuros FDK/Acuros
MZ CUBE kVp 100 125
Reconstruction FDK/Acuros FDK/Acuros

FDK, Feldkamp-Davis-Kress.

Table 3
Summary of Installation Product Acceptance test results and compliance specification
Condition (kVp/mA/ms) Reference Actual values
Beam output accuracy (kVp/mA/ms) 60/25/100 55–65/23.25–26.75/94.8–105.2 59.7/24.8/99.9
90/150/100 83.5–96.5/142–158/94.8–105.2 91.5/150.4/99.8
120/125/25 112–128/118.25–131.75/23.55–26.45 122.2/124.8/24.9
140/100/20 131–149/94.5–105.5/18.8–21.2 140.7/99.56/20.1
HVL (mm) 70/100/100 4.9±0.5 4.86
HVL (mm) 100/100/100 6.7±0.5 6.61
Image sensitivity (counts) 1,800–3,500 3,007
Dark field image (mean pixel value) 1,300–10,700 5,504
Noise image (SD pixel value) <8.7 5.41
kV pixel defects (total corrected pixels) ≤40,000 53
kV pixel defects (defective lines) ≤33 2

HVL, half-value layer; SD, standard deviation.

TOOLS
Similar articles