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体内恶性组织和正常组织热疗的时间-温度关系

Time-temperature relationship th hyperthermic treatment of malignant and normal tissue in vivo.

作者信息

Overgaard J, Suit H D

出版信息

Cancer Res. 1979 Aug;39(8):3248-53.

PMID:455307
Abstract

The effect of hyperthermia on normal and tumor tissue was studied following water bath heating of a methylcholanthrene-induced fibrosarcoma (FSaI) isotransplanted into the feet of C3H mice. The time-temperature relation for the 50% tumor control dose over the temperature range of 41.5--45.5 degrees showed a log linear relationship which followed a biphasically modified Arrhenius plot. At temperatures above 43 degrees, there was a 50% reduction in heating time to obtain the 50% tumor control dose for each 1 degree increase in temperature, corresponding to an activation energy of 140 kcal/mol. At temperatures below 43 degrees, the curve was steeper, with a tendency to double the treatment time for each 0.5 degree reduction in temperature (activation energy, approximately 230kcal/mol). Normal tissue damage in the tumor-bearing foot was estimated at two levels with a 50% response dose assay. Severe normal tissue damage showed a time-temperature relationship similar to the tumor response, thus indicating no variation in therapeutic ratio at different temperatures. However, for slight tissue damage, the therapeutic ratio increased with decreasing temperatures, yielding a better therapeutic ratio at lower temperatures. The time-temperature relationship obtained in the FSaI fibrosarcoma is supported by other studies and points to a general time-temperature relationship for hyperthermic tumor destruction.

摘要

在将甲基胆蒽诱导的纤维肉瘤(FSaI)同基因移植到C3H小鼠足部后,通过水浴加热研究了热疗对正常组织和肿瘤组织的影响。在41.5 - 45.5摄氏度温度范围内,50%肿瘤控制剂量的时间 - 温度关系呈对数线性关系,遵循双相修正的阿累尼乌斯曲线。在43摄氏度以上的温度下,温度每升高1摄氏度,获得50%肿瘤控制剂量的加热时间减少50%,相应的活化能为140千卡/摩尔。在43摄氏度以下的温度下,曲线更陡峭,温度每降低0.5摄氏度,治疗时间倾向于加倍(活化能约为230千卡/摩尔)。通过50%反应剂量测定法在两个水平上评估荷瘤足部的正常组织损伤。严重的正常组织损伤显示出与肿瘤反应相似的时间 - 温度关系,因此表明在不同温度下治疗比无差异。然而,对于轻微的组织损伤,治疗比随温度降低而增加,在较低温度下产生更好的治疗比。FSaI纤维肉瘤中获得的时间 - 温度关系得到了其他研究的支持,并指出了热疗破坏肿瘤的一般时间 - 温度关系。

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