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Results were presented from Brownian dynamics simulations for cyt c molecules approximated as spherical particles with diameter 2R ' 3.3 nm interacting with a charged planar membrane surface. Using the well-known Ermak-McCammon algorithm of ref. [36, 37] for solving the Langevin equations (see Chapter 2), a new computer program in C++ was developed. An overview of the way it is implemented is given in Chapter 3. The program in its current state is able to compute the trajectories (translation and rotation) of hundreds of spherical particles in systems with typical dimensions of 103 − 1003 nm3 . As explained in the introductory Chapter 1 the motivation for studying the dynamics of cyt c molecules in such systems came from the progress in the research of photosynthetic bacteria, e.g. While the internal processes of energy transduction (light harvesting, channelling to RC, charge separation) are quite well understood, the dynamics of soluble cyt c as an electron transporter in this context is not yet clear. In many textbooks one can find illustrations where a single cyt c is responsible for the electron transport between two integral membrane proteins (the reaction centre RC and the bc1 complex). But as pointed out in publications like refs. [49], [59], [60], [61] or [62] biological cells are crowded with different molecules. Consequently, one can assume that the electron transport between two integral membrane proteins is not simply taken on by one single cyt c molecule. Instead it is likely that many of these particles are located in a cyt c pool above the membrane and that they perform the electron transport in turns. Thus, it is desirable to have a simulation package that is able to compute the trajectories of many proteins. Note that the detailed processes of electron transfer and binding to membrane proteins are not modelled here. The details of these processes are quite complicated so that we refrained from including them in the coarse-grained simulations. Here, the actual binding is simply defined by a particle distance zb from the membrane which marks the beginning of the attractive potential. ...
A fundamental work on THz measurement techniques for application to steel manufacturing processes
(2004)
The terahertz (THz) waves had not been obtained except by a huge system, such as a free electron laser, until an invention of a photo-mixing technique at Bell laboratory in 1984 [1]. The first method using the Auston switch could generate up to 1 THz [2]. After then, as a result of some efforts for extending the frequency limit, a combination of antennas for the generation and the detection reached several THz [3, 4]. This technique has developed, so far, with taking a form of filling up the so-called THz gap . At the same time, a lot of researches have been trying to increase the output power as well [5-7]. In the 1990s, a big advantage in the frequency band was brought by non-linear optical methods [8-11]. The technique led to drastically expand the frequency region and recently to realize a measurement up to 41 THz [12]. On the other hand, some efforts have yielded new generation and detection methods from other approaches, a CW-THz as well as the pulse generation [13-19]. Especially, a THz luminescence and a laser, originated in a research on the Bloch oscillator, are recently generated from a quantum cascade structure, even at an only low temperature of 60 K [20-22]. This research attracts a lot of attention, because it would be a breakthrough for the THz technique to become widespread into industrial area as well as research, in a point of low costs and easier operations. It is naturally thought that a technology of short pulse lasers has helped the THz field to be developed. As a background of an appearance of a stable Ti:sapphire laser and a high power chirped pulse amplification (CPA) laser, instead of a dye laser, a lot of concentration on the techniques of a pulse compression and amplification have been done. [23] Viewed from an application side, the THz technique has come into the limelight as a promising measurement method. A discovery of absorption peaks of a protein and a DNA in the THz region is promoting to put the technique into practice in the field of medicine and pharmaceutical science from several years ago [24-27]. It is also known that some absorption of light polar-molecules exist in the region, therefore, some ideas of gas and water content monitoring in the chemical and the food industries are proposed [28-32]. Furthermore, a lot of reports, such as measurements of carrier distribution in semiconductors, refractive index of a thin film and an object shape as radar, indicate that this technique would have a wide range of application [33-37]. I believe that it is worth challenging to apply it into the steel-making industry, due to its unique advantages. The THz wavelength of 30-300 ¼m can cope with both independence of a surface roughness of steel products and a detection with a sub-millimeter precision, for a remote surface inspection. There is also a possibility that it can measure thickness or dielectric constants of relatively high conductive materials, because of a high permeability against non-polar dielectric materials, short pulse detection and with a high signal-to-noise ratio of 103-5. Furthermore, there is a possibility that it could be applicable to a measurement at high temperature, for less influence by a thermal radiation, compared with the visible and infrared light. These ideas have motivated me to start this THz work.