Zite-Ferenczy F, Häberle K D, Rüdel R, Wilke W
J Muscle Res Cell Motil. 1986 Jun;7(3):197-214. doi: 10.1007/BF01753553.
Ewald's construction of reciprocal space is used to explain the diffraction pattern obtained by illumination of a skeletal muscle fibre with laser light. The question of whether the illuminated fibre segment acts as a monocrystal or as a conglomerate of crystallites is answered by determining the longitudinal extension of the layer lines; neither the whole muscle fibre nor the single myofibril acts as the diffracting unit. The characteristic fine structure within a layer line ('streaks') is explained by Ewald's formalism as being caused by diffraction from partial volumes of the illuminated fibre segment. These partial volumes constitute the main diffracting units. Any cross-section of a 100 micron diameter fibre contains 3-6 such units. They are delineated from each other by the skew of the diffracting planes with respect to the fibre axis, and possibly by small differences in sarcomere length. Within a unit, skew angle and sarcomere length are nearly constant. Light intensity measurements along the length of a layer line at various tilt angles (omega) between fibre and beam axis provide an overview of the size and the skew angle of the various diffracting units within the illuminated fibre segment. The cross-sections of the diffracting units were measured in 'mini'-omega-scans of streaks created by them and from the maximal streak length. In general, the units had noncircular cross-section, the length of the main axis ranging between 10 micron and the fibre diameter. The axial extensions of the diffracting units determined in fibre length scans was 100-300 micron. The results of diffraction experiments reported in the literature as well as the data from light and electron microscopy are in agreement with the fibre structure suggested above. Sarcomere length determination by light diffractometry is discussed within the framework of the Ewald formalism, and recommendations for an experimental procedure are given.
埃瓦尔德倒易空间结构用于解释用激光照射骨骼肌纤维所获得的衍射图样。通过确定层线的纵向延伸来回答被照射的纤维段是作为单晶还是微晶聚集体的问题;整个肌纤维和单个肌原纤维都不作为衍射单元。埃瓦尔德形式理论将层线内的特征精细结构(“条纹”)解释为是由被照射纤维段的部分体积产生的衍射所致。这些部分体积构成了主要衍射单元。直径100微米的纤维的任何横截面包含3 - 6个这样的单元。它们通过衍射平面相对于纤维轴的倾斜度相互界定,并且可能还通过肌节长度的微小差异来界定。在一个单元内,倾斜角和肌节长度几乎是恒定的。在纤维与光束轴之间的各种倾斜角(ω)下沿层线长度进行的光强测量,提供了被照射纤维段内各种衍射单元的尺寸和倾斜角的概况。衍射单元的横截面是在由它们产生的条纹的“微型”ω扫描中并根据最大条纹长度来测量的。一般来说,这些单元具有非圆形横截面,主轴长度在10微米到纤维直径之间。在纤维长度扫描中确定的衍射单元的轴向延伸为100 - 300微米。文献中报道的衍射实验结果以及光镜和电镜数据与上述纤维结构一致。在埃瓦尔德形式理论的框架内讨论了通过光衍射法测定肌节长度,并给出了实验程序的建议。