再访广岛 【德】麦考·帕默 著 郎伦友 译 第十一章 第四节(上) 11.4 细胞染色体畸变与剂量的估计 我们可以用来与估计的辐射剂量进行比较的另一个生物学端点是体细胞中的染色体畸变。许多读者可能都熟悉遗传性染色体畸变的概念。唐氏综合症就是一个例子,它是由第21号染色体的额外(第三)复制引起的;另外还有特纳综合征(女性缺少两条X染色体中的一条)或克林菲尔特综合征(男性有一条额外的X染色体)。 11.4.1 生物学背景 虽然某些特定的染色体畸变会导致遗传疾病,但大多数畸变是不可遗传的,因为它们在早期胚胎发育中就是致命的。然而,如果它们不是进入生殖细胞,而是进入成人或儿童的体细胞的,它们就可能持续存在。在辐射损伤的情况下,染色体畸变始于一条或多条染色体的DNA(脱氧核糖核酸)双链断裂,然后是片段错误地重新连接。尽管这样的断裂大多数会被DNA修复酶正确地重新封闭,但辐射后染色体畸变的丰度非常高。此外,在适当的预防措施下进行实验,可以观察到辐射剂量与染色体畸变频率之间存在着相当有规律的关系;这可以用于近似测定辐射剂量,例如核事故中的辐射剂量。【211,212】 在图册中,染色体形状像一对交叉的香肠,只有在细胞分裂(有丝分裂)过程中,才可以观察到染色体;更具体地说,只有在中期,也就是每个染色体的两个染色质(单个香肠)被拉开以连接初始子细胞的独立细胞核之前的那个阶段,染色体才是可见的。在子细胞的寿命期间的大部分时间里,每个染色单体都保持单一。在这一阶段的大部分时间里,辐射都会造成特征性损伤。在下一次有丝分裂之前不久,任何未被正确修复的损伤都将被复制到新的第二个染色体中,这就解释了在该阶段两个染色单体中通常可见的畸变。 图11.2 辐射诱发的染色体畸变 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Chromatide segregation:染色单体分离;double strand breaks through radiation:辐射引起双链断裂; faulty rejoining:错误的重新连接;chromatide duplication:染色单体重复;translocations:基因易位;acentric fragment :无着丝粒断片;dicentric chromosome:双着丝粒染色体;single chromatide with two breaks:有两个断裂链的染色单体;inversion:倒置;ring:环。 上和中:如果属于不同染色体的两个染色单体同时发生双链断裂,那么错误的重新连接可能会导致易位、双着丝粒染色体和无着丝粒片段。下:一个染色单体中同时发生两个双链断裂可能会产生一个倒置或一个环和一个无着丝粒断片。倒置和易位在有丝分裂期间易于稳定传播;环以及双着丝粒和无着丝粒形式在有丝分裂过程中,往往从一个或两个子细胞中丢失。 每个染色体的关键部分是着丝粒,是把两个染色单体连接在一起的地方,也是有丝分裂纺锤体附着的地方;有丝分裂纺锤体是将两个染色单体分开的结构和运动蛋白质的装置。为了使染色单体分离,并在两个子核中可靠地工作,每个染色体必须只有一个着丝粒。所有完整的线粒体都是这样,但是在发生损伤的下游形成的异常线粒体可能不是这样。(图11.2)在细胞分裂过程中,具有0个或两个着丝粒的异常形式有可能从一个或两个核中丢失。因此它们只能在暴露于辐射后第一次进入有丝分裂的细胞中进行可靠的计数。 在诊断实践中,染色体畸变是在淋巴细胞中观察和计数的。淋巴细胞是一种特殊类型的白细胞,对产生抗体、杀死病毒感染的细胞以及特定免疫系统的其他功能至关重要。淋巴细胞的正常寿命为四到五年。除非受到它们特定同源抗原的刺激——例如淋巴细胞A可能识别麻疹病毒并被其激活,而淋巴细胞B可能对破伤风疫苗产生反应——否则它们往往处于休眠状态,即不进行任何细胞分裂。当它们被从血液中分离出来时,可以用某些非特异性的有丝分裂原人工诱导它们分裂。在这些人工诱导的同步有丝分裂中,只要照射和检查都发生在正常淋巴细胞寿命的时间范围内,我们就可以期望在高频率下发现稳定和不稳定的染色体畸变。然而,经过几年的照射,休眠淋巴细胞池被新形成的细胞所取代,不稳定的染色体畸变趋向于减少;【213】此外,我们必须预计淋巴细胞的消耗率,以及由此导致的不稳定畸变的丢失率,在个体之间会有所不同。 染色体畸变的定量技术是在1960年前后发展起来的,也就是在广岛和长崎轰炸之后过了很长一段时间。对幸存者第一次进行此类研究出现在1960年代。【214--216】不过早期研究主要依赖于不稳定畸变,这种畸变比较明显,(见图11.2)因此更容易通过实验进行观察和计算。由于这些数据中肯定包含假设的可变性,我们将不详细讨论它们;取而代之,我们将聚焦于后来量化稳定畸变的研究上,尤其是染色体易位。【217--219】 在经过足够的时间后,就像原子弹爆炸幸存者一样,外周血淋巴细胞的基因组成应该类似于骨髓干细胞,所有的淋巴细胞最终都是从骨髓干细胞中分化出来的,并且在一生中都会自我更新。一旦达到了这种状态,我就可以期待观察到的畸变大多数是稳定的,而且给定个体的畸变频率应该随着时间保持不变。对几名受到意外照射的研究对象的长期监测表明,频率确实是稳定的。【212,213,220】然而一些稳定的染色体易位可能会影响它们的细胞增殖率,从而增加或减少这些特定细胞克隆的丰度。在特殊情况下,增殖可能增加到诱发白血病的程度;特别是,慢性细胞白血病通常由所谓的费城染色体引起,该染色体是通过9号和22号染色体之间的易位产生的,这个易位在两个有缺陷的融合位点之一产生促进生长的异常基因。 在我们深入研究数据之前,还有一点需要注意:上述任何和所有的辐射效应都可以通过DNA烷基化剂观察到,包括氮芥子气【221】和硫芥子气,后者在日本一家毒气工厂的前工人身上得到了证实【222】。(脚注5) 【脚注】 5:这家工厂位于大久野岛,一个离广岛只有50公里的小岛。
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