Background: Daily routine has shown that there are differences between the aspirated volumes of subcutaneous liquid retention after inguinal hernia repair and the results of sonographic-based volumetry using the standard rotating ellipsoid formula.
Methods: In 83 patients, subcutaneous fluid retention after Shouldice repair was visualized by ultrasound and calculated as cuboid, cylinder, and rotating ellipsoid, respectively. The results were compared to the aspirated volume. Data were analyzed retrospectively.
Results: The volume obtained by percutaneous punction averaged 12.18 +/- 1.50 ml. The calculated volumes were distinctly less: cuboid, 11.98 +/- 1.59 ml; cylinder, 10.26 +/- 1.45 ml; rotating ellipsoid, 5.99 +/- 0.80 ml. We found different coefficients of regression for the aspirated and the calculated volumes (cuboid; 0.75; cylinder; 0.82; rotating ellipsoid; 1.50). The coefficients of correlation, however, were 0.79 for all modes of calculation.
Conclusion: Because its results were closest to the aspirated volumes, we recommend the cuboid formula for the ultrasound-based calculation of liquid retention after inguinal hernia repair.
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http://dx.doi.org/10.1007/s004640020068 | DOI Listing |
Plant Dis
December 2024
The Ohio State University, Plant Pathology, 2021 Coffey Road, Columbus, Ohio, United States, 43210;
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November 2024
National Laboratory of Solid State Microstructures, Department of Physics, Nanjing University, Nanjing, 210093, China.
Solid Earth tide represents the response of solid Earth to the lunar (solar) gravitational force. The yielding solid Earth due to the force has been thought to be a prolate ellipsoid since the time of Lord Kelvin, yet the ellipsoid's geometry such as major semi-axis's length, minor semi-axis's length, and flattening remains unresolved. Additionally, the tidal displacement of reference point is conventionally resolved through a combination of expanded potential equations and given Earth model.
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September 2024
University of California Merced, 5200 Lake Rd, Merced, California 95343, USA.
We study the transport of rigid ellipsoidal swimmers in a periodic vortex array via numerical simulation and dynamical systems analysis. Via ensemble simulations, we show the counterintuitive result that slower swimming speeds can generate fast ballistic transport, while faster swimming speeds generate chaotic and diffusive transport, which is inherently slower in the long run. To explain this, we use the symmetry of the flow to construct a time-reversible Poincaré return map on a two-dimensional surface of section in phase space.
View Article and Find Full Text PDFJ Chem Phys
October 2024
Institut für Theoretische Physik, TU Wien, Wiedner Hauptstraße 8-10, A-1040 Wien, Austria.
We employ classical density-functional theory to investigate the phase diagram of an assembly of mutually penetrable, parallel ellipsoids interacting via the generalized exponential model of index four (GEM-4) pair potential. We show that the crystal phases of the system are obtained from those of the spherically symmetric GEM-4 model by rescaling the lattice vectors. Performing this rescaling in combination with an arbitrary rotation of the lattice leads to infinitely many different structures with the same free energy, thereby implying their infinite degeneracy.
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