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emission band was single, whereas the multiple bands were observed after longer UV irradiation. This may be perturbation effect of cis form on the molecular orientation of LC molecules. The lasing wavelength could be returned to the initial by visible light irradiation as shown in Fig. 10.31.

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Y have sent those values to X (and are received by X in line 10 of the DV algorithm) As an exercise, verify the distance tables computed by Y and Z in the middle column of Figure 42-4 The value DX(Z,Y) = 3 means that X's minimum cost to Z has changed from 7 to 3 Hence, X sends updates to Y and Z informing them of this new least cost to Z Note that X need not update Y and Z about its cost to Y since this has not changed Note also that Y's recomputation of its distance table in the middle column of Figure 42-4 does result in new distance entries, but does not result in a change of Y's least cost path to nodes X and Z Hence Y does not send updates to X and Z The process of receiving updated costs from neighbors, recomputation of distance table entries, and updating neighbors of changed costs of the least cost path to a destination continues until no update messages are sent At this point, since no update messages are sent, no further distance table calculations will occur and the algorithm enters a quiescent state, ie, all nodes are performing the wait in line 9 of the DV algorithm The algorithm would remain in the quiescent state until a link cost changes, as discussed below





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Azobenzenes have simple chemical structures and exhibit simple photoisomerization between the trans- and cis form. However, they can really provide various photofunctions by their combination with sophisticated systems such as Ch LCs. The Ch LCs have a good potential for display applications, because they show interesting optical properties depending on the helical structures and the textures. Many types of optical materials can be created by the use of the photoisomerization of chiral azobenzenes in the Ch LCs. New ideas, including design of molecules and systems, may allow us for future materials not only in the eld of optics but also in other elds.

When a node running the DV algorithm detects a change in the link cost from itself to a neighbor (line 12) it updates its distance table (line 15) and, if there is a change in the cost of the least cost path, updates its neighbors (lines 23 and 24) Figure 42-5 illustrates this behavior for a scenario where the link cost from Y to X changes from 4 to 1 We focus here only on Y and Z's distance table entries to destination (row) X

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Alam MZ, Yoshioka T, Ogata T, Nonaka T, Kurihara S. 2007. The in uence of molecular structure on helical twisting power of chiral azobenzene compounds. Liq Cryst 470:63 70. Bahr C, Escher C, Fliegner D, Heppke G, Molsen H. 1991. Behavior of helical pitch in cholesteric and chiral smectic C* phases. Ber Bunsen Ges 95(10):1233 1237.

General Format System Status Word Function Status Word Parameter Validity Word Binary (BNR) Word Discrete Word

At time t0, Y detects the link cost change (the cost has changed from 4 to 1) and informs its neighbors of this change since the cost of a minimum cost path has changed At time t1, Z receives the update from Y and then updates its table Since it computes a new least cost to X (it has decreased from a cos of 5 to a cost of 2), it informs its neighbors At time t2, Y has receives Z's update and has updates its distance table Y's least costs have not changed (although its cost to X via Z has changed) and hence Y does not send any message to Z The algorithm comes to a quiescent state

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