The tricks of the trade (un)exposed

One of the filmic trends which has been neglected by the Academy Awards is the metacinema, which for practical purposes I will consider to be a cross between the complexities of the self-reflexive cinema (highly connoted with modernism) and the Hollywood Film (the classical films about the urge to ‘make it’ in Hollywood). Indeed, these films have always existed and some, as Sunset Boulevard (Billy Wilder, 1950, USA) and Mulholland Dr. (David Lynch, 2001, FRA/USA), have even made it to the ceremony, but were, predictably, defeated in the main categories, by other more ‘serious’ or less self-reflexive products. The United States has always insisted on not revealing the tricks of the trade while, ironically, generating films that deal with this theme, in order to cater to the curiosity of the metacinema-inclined spectator. For this reason such films are usually about the universe of cinema but not its medium, at least not in a way that discloses the operations of the technical apparatus. Why are these films not viewed as serious enough and artistic enough to be awarded Oscars by the Academy in the categories of Best Picture, Best Director, Best Screenplay, and Best Cinematography? Are they being discarded for the same reasons that comedy and musicals usually are? Or are they being punished for being too unveiling? Or is the industry going for commercial products that can easily be pushed on a global scale and make a profit?

Estimation of rotational frequency response functions

As it is widely known, in structural dynamic applications, ranging from structural coupling to model updating, the incompatibility between measured and simulated data is inevitable, due to the problem of coordinate incompleteness. Usually, the experimental data from conventional vibration testing is collected at a few translational degrees of freedom (DOF) due to applied forces, using hammer or shaker exciters, over a limited frequency range. Hence, one can only measure a portion of the receptance matrix, few columns, related to the forced DOFs, and rows, related to the measured DOFs. In contrast, by finite element modeling, one can obtain a full data set, both in terms of DOFs and identified modes. Over the years, several model reduction techniques have been proposed, as well as data expansion ones. However, the latter are significantly fewer and the demand for efficient techniques is still an issue. In this work, one proposes a technique for expanding measured frequency response functions (FRF) over the entire set of DOFs. This technique is based upon a modified Kidder's method and the principle of reciprocity, and it avoids the need for modal identification, as it uses the measured FRFs directly. In order to illustrate the performance of the proposed technique, a set of simulated experimental translational FRFs is taken as reference to estimate rotational FRFs, including those that are due to applied moments.