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The combination technique

American Journal of Orthodontics, 1963
Abstract The combination technique is a system of controlled light-wire therapy embodying the most significant principles of the light-wire and edgewise mechanisms. The tipping forces initiated by the 0.016 inch light wire and the application of the differential elastic force principle is a closer approach to physiologic tooth movement.
Maxwell S. Fogel, Jack M. Magill
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Combining imaging techniques

Clinical Physics and Physiological Measurement, 1990
There are many potential advantages in being able to compare corresponding images produced by different modalities. For example, the fine anatomical detail produced by MRI can be combined with the functional data from SPET. Using brain imaging as an example, techniques for selecting the image plane, displaying the images and quantifying the data are ...
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A Combined Microphoresis-Autoradiography Technique

Nature, 1963
BASE ratios can be determined with microelectrophoresis (microphoresis) in as little as 5 × 10−10 g RNA1, a sensitivity which permits intracellular analysis in suitable material. It would be of interest for turn-over studies to evaluate radioactivity in the separated RNA components. Autoradiography is the simplest tool for this purpose, both because of
J L, SIRLIN, J E, EDSTROM
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On combining design for testability techniques

Proceedings of 1995 IEEE International Test Conference (ITC), 2002
In this paper, we present a testability-based method to combine three different DFT techniques: partial reset, partial observation, and partial scan. This approach combines the complementary strengths of the DFT techniques taking advantage of their different cost/benefit trade-offs, and results in more testable circuits with reduced design penalty.
Prashant S. Parikh, Miron Abramovici
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Combined Nonablative Rejuvenation Techniques

Dermatologic Surgery, 2005
Nonablative technologies have been used for fine lines and improvement of skin texture without significant downtime. Nonablative technologies may also be used in combination.To present a brief review on nonablative technologies and discuss using nonablative procedures in combination and with other adjunctive therapies.A review of the literature was ...
Geeta M, Shah, Suzanne L, Kilmer
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The combined spinal–epidural technique

Best Practice & Research Clinical Anaesthesiology, 2003
In recent years, the use of regional anaesthesia techniques for surgery, obstetrics and post operative pain management have increased in popularity. The combined spinal-epidural (CSE) technique has attained widespread popularity for patients undergoing major surgery below the umbilicus who may require prolonged and effective postoperative analgesia ...
Narinder, Rawal, Björn, Holmström
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Linear Diversity Combining Techniques

Proceedings of the IRE, 1959
This paper provides analyses of three types of diversity combining systems in practical use. These are: selection diversity, maximal-ratio diversity, and equal-gain diversity systems. Quantitative measures of the relative performance (under realistic conditions) of the three systems are provided. The effects of various departures from ideal conditions,
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Combination of techniques

1998
Abstract We are now in possession of a wealth of mathematical techniques. It is time to review them, to point out which technique is specifically suited for what physical situation and to discuss how we can combine techniques to get even more efficient algorithms.
Andreas F Molisch, Bernhard P Oehry
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A combined heuristic optimization technique

Advances in Engineering Software, 2005
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Holger Schmidt, Georg Thierauf
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Error analysis of the combination technique

Numerische Mathematik, 1999
Suppose that \(P_{h_x,h_y}(u)\) represents the solution operator of a boundary value problem for an elliptic partial differential equation on the unit square broken into a grid of uniform rectangles of size \(h_x\times h_y\). The combination solution for \(h=2^{-n}\) is defined by \[ u_h^c=\sum_{i=1}^nP_{2^{-i},2^{i-n-1}}(u)- \sum_{i=1}^{n-1}P_{2^{-i ...
Christoph Pflaum, Aihui Zhou
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