R. Ramirez-Vazquez, I. Escobar, J. González-Rubio, E. Arribas
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Supposing that the magnetic field is part of an electromagnetic wave, we have calculated the wave intensity of those waves using the data from Tables 1, 2 and 3, column 4, of the paper of Galli [1], obtaining the results of columns 3 and 6 (in italic font) of Table 1 (expressed in W/m). The expression we have used to calculate the intensity of the electromagnetic wave, measured in W/m, is as follows:","PeriodicalId":13704,"journal":{"name":"International Journal of Biomaterials","volume":" ","pages":""},"PeriodicalIF":3.0000,"publicationDate":"2019-07-01","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"https://sci-hub-pdf.com/10.1155/2019/2593205","citationCount":"2","resultStr":"{\"title\":\"Comment on “The Use of Pulsed Electromagnetic Fields to Promote Bone Responses to Biomaterials In Vitro and In Vivo”\",\"authors\":\"R. Ramirez-Vazquez, I. Escobar, J. González-Rubio, E. Arribas\",\"doi\":\"10.1155/2019/2593205\",\"DOIUrl\":null,\"url\":null,\"abstract\":\"We have read the work of Galli [1] “The Use of Pulsed Electromagnetic Fields to Promote Bone Responses to Biomaterials In Vitro and In Vivo”, published the 3rd of September, 2018, in International Journal of Biomaterials, and we want to comment on some values of the magnetic fields used. In this publication, the authors present a review that includes studies investigating the effects of Pulsed Electromagnetic Fields (PEMFs) on the response of bone cells to different classes of biomaterials and the reports that focused on in vivo investigations of biomaterials implanted in bone. In Tables 1, 2, and 3, on pages 3 and 6 to 8, the authors summarize the in vitro and in vivo studies on the effects of PEMFs stimulation on osteoblastic primary cells and cell lines on calcium phosphate biomaterials, titaniumbased biomaterials, and polymer-based biomaterials, respectively. 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引用次数: 2
摘要
我们阅读了Galli[1]发表于2018年9月3日《International Journal of Biomaterials》上的文章《the Use of Pulsed Electromagnetic Fields to Promote Bone Responses to Biomaterials In Vitro and In Vivo》,我们想对使用的磁场的一些值进行评论。在这篇论文中,作者综述了脉冲电磁场(pemf)对骨细胞对不同类型生物材料反应的影响的研究,以及对植入骨的生物材料的体内研究。在第3页和第6至8页的表1、2和3中,作者分别总结了体外和体内关于PEMFs刺激成骨原代细胞和磷酸钙生物材料、钛基生物材料和聚合物基生物材料细胞系的影响的研究。除放置兔胫骨实验模型的磁场强度以W表示外,其余磁场强度数据均以milesla (mT)表示。由于单位不正确,最后一个数值不考虑。我们认为对使用的平均磁场进行详细分析,了解它们的行为并计算与该磁场相关的电磁波强度是很有趣的。假设磁场是电磁波的一部分,我们利用Galli[1]论文表1、表2、表3第4列的数据计算了电磁波的波强,得到表1第3、6列(斜体)的结果(以W/m表示)。我们用来计算电磁波强度(W/m)的表达式如下:
Comment on “The Use of Pulsed Electromagnetic Fields to Promote Bone Responses to Biomaterials In Vitro and In Vivo”
We have read the work of Galli [1] “The Use of Pulsed Electromagnetic Fields to Promote Bone Responses to Biomaterials In Vitro and In Vivo”, published the 3rd of September, 2018, in International Journal of Biomaterials, and we want to comment on some values of the magnetic fields used. In this publication, the authors present a review that includes studies investigating the effects of Pulsed Electromagnetic Fields (PEMFs) on the response of bone cells to different classes of biomaterials and the reports that focused on in vivo investigations of biomaterials implanted in bone. In Tables 1, 2, and 3, on pages 3 and 6 to 8, the authors summarize the in vitro and in vivo studies on the effects of PEMFs stimulation on osteoblastic primary cells and cell lines on calcium phosphate biomaterials, titaniumbased biomaterials, and polymer-based biomaterials, respectively. The data of magnetic field intensity are expressed in miliTesla (mT), except the field intensity of experimental model about placement in rabbit tibias (expressed in W). This last value is not considered for having the incorrect units. We consider it interesting to do a detailed analysis of the average magnetic field used, to know their behaviour and calculate the intensity of the electromagnetic wave associated with this magnetic field. Supposing that the magnetic field is part of an electromagnetic wave, we have calculated the wave intensity of those waves using the data from Tables 1, 2 and 3, column 4, of the paper of Galli [1], obtaining the results of columns 3 and 6 (in italic font) of Table 1 (expressed in W/m). The expression we have used to calculate the intensity of the electromagnetic wave, measured in W/m, is as follows: