期刊文献+

Using GPU to calculate electron dose for hybrid pencil beam model 被引量:1

Using GPU to calculate electron dose for hybrid pencil beam model
下载PDF
导出
摘要 Hybrid pencil beam model(HPBM) offers an efficient approach to calculate the three-dimension dose distribution from a clinical electron beam.Still,clinical radiation treatment activity desires faster treatment plan process.Our work presented the fast implementation of HPBM-based electron dose calculation using graphics processing unit(GPU).The HPBM algorithm was implemented in compute unified device architecture running on the GPU,and C running on the CPU,respectively.Several tests with various sizes of the field,beamlet and voxel were used to evaluate our implementation.On an NVIDIA GeForce GTX470 GPU card,we achieved speedup factors of 2.18- 98.23 with acceptable accuracy,compared with the results from a Pentium E5500 2.80 GHz Dual-core CPU. Hybrid pencil beam model (HPBM) offers an efficient approach to calculate the three-dimension dose distribution from a clinical electron beam. Still, clinical radiation treatment activity desires faster treatment plan process. Our work presented the fast implementation of HPBM-based electron dose calculation using graphics processing unit (GPU). The HPBM algorithm was implemented in compute unified device architecture running on the GPU, and C running on the CPU, respectively. Several tests with various sizes of the field, beamlet and voxel were used to evaluate our implementation. On an NVIDIA GeForce GTX470 GPU card, we achieved speedup factors of 2.18 - 98.23 with acceptable accuracy, compared with the results from a Pentium E5500 2.80 GHz Dual-core CPU.
出处 《Nuclear Science and Techniques》 SCIE CAS CSCD 2011年第6期349-352,共4页 核技术(英文)
  • 相关文献

参考文献16

  • 1Boyd R A, Hogstrom K R, Rosen II. Med Phys, 1998, 25: 2176-2185.
  • 2Jette D, Walker S. Med Phys, 1997, 24: 383-400.
  • 3Boyd R A, Hogstrom K R, Starkschall G. Med Phys, 2001, 28: 2096-2104.
  • 4Luo Zh M, Jette D, Walker S Z. Med Phys, 1998, 25: 1954-1963.
  • 5Gou Ch J, Wu Z W, Luo Zh M. Med Phys, 2003, 30:415 -423.
  • 6Hogstrom K R, Almond P R. Phys Med Biol, 2006, 51: R455-R489.
  • 7Eyges L. Phys Rev, 1948, 74: 1534-1535.
  • 8Hardwick J, Grand S L, Anderson J, et al. IEEE Micro, 2008, 28: 13-27.
  • 9Nickolls J, Montrym J, Oberman S, et al. IEEE Micro, 2008, 28: 39-55.
  • 10Jia X, Gu X, Sempau J, et al. Phys Med Biol, 2010, 55: 3077-3086.

同被引文献5

引证文献1

相关作者

内容加载中请稍等...

相关机构

内容加载中请稍等...

相关主题

内容加载中请稍等...

浏览历史

内容加载中请稍等...
;
使用帮助 返回顶部