Visions of East Asian mythology materialise in a decidedly modern metropolis, a place without a past-two worlds collide. Secret Detours engages the audience with over-whelming vistas in a full spherical presentation, encompassing the viewers from all angles. The movie short is set within a lush Chinese garden, adapted from the great traditions of imperial landscaping (cf. [3]) - in the Yunnan Garden in the West of Singapore. Four dancers, dressed in the colours of the cardinal directions, examine the spaces, the paths and the detours of the green scenery (cf. [1]). The spherical video relates to the experience of being surrounded by mythological creatures and their traces inside the garden. As the beautiful layout of the grounds is composed from a range of intersections with multiple meandering paths to choose from, the omnidirectional video invites similarly to explore the atmosphere between an exquisite selection of trees, shrubs, bushes and pieces of architecture. In 360° environments, the camera is almost objective and the viewer becomes the editor of the piece (cf. [2]), different to the directed camera and edit of `traditional' movies. The question arises how the author can direct the eyes of the audience with different camera settings, perspective, focus, direction of actors, transitions and in this way, prompt emotions?

A general formal transient solution to the linear boundary value problem which governs the transport of interstitials injected into an arbitrary bounded domain from oxidizing segments on the surface is presented. An explicit expression for the Green's function which appears as the kernel in the integral representation of the general transient solution is given for a simple domain of interest in the study of oxidation-enhanced diffusion (OED). By combining this explicit expression for the Green's function with the general formal solution, a transient analytical model for predicting the redistribution of interstitials injected into the simple domain from a single oxidizing segment is obtained. An illustrated example important to OED is considered and results obtained with the model and by approximations to the model are compared. Also, the results obtained with the SUPREM-IV program are presented for comparison.>

ADAM, a static MOSFET simulator based on a generalized stream function approach which automatically satisfies the continuity equations for full two-carrier transport, is described. This approach introduces a stream potential to account for source/sink terms in the continuity equations. The coupled, nonlinear equations are solved sequentially using H.K. Gummel's 1964 algorithm while the individual linear systems are solved using H.L. Stone's (1968) SIP method. Rectangular MOSFET geometries, which can include substrate insulation (SOS/SOI), can be simulated. Impurity profiles can be input from the SUPREM-3 (1-D) or ROMANS (2-D) process simulators. A multicomponent stream vector approach is used to treat the multiterminal current flow. Convergence of terminal currents occurs rapidly and leads to an efficient simulator in spite of the extra equations to be solved. The generalized stream function approach is described, along with boundary conditions and discretization. Simulation results are presented and the interpretation of the calculated stream functions discussed.>