Circulation Research · 1973 · 24 citations · 23 references
Life SciencesVeterinary PhysiologyAnesthesiaRenal PathophysiologyVascular SurgeryAutonomic Nervous SystemAutonomic Nervous System ResponsesBlood Pressure RegulationCardiovascular PhysiologyCirculatory PhysiologyHemodynamicsAutonomic Nervous System EffectsBlood PressureSympathetic ActivationSympathetic Chain AnatomySympathetic Nervous System ModulationSympathetic Nervous System ResponsesSympathetic Responding
In anesthetized dogs the peripheral ends of the cut sympathetic chains (LG 1 -LG 2 level) were stimulated while blood pressure was held constant artificially, and the diameter of the abdominal aorta was monitored. Bilateral stimulation induced a reduction in diameter that was directly related to the stimulation frequency. Maximal diameter reduction of the aorta above the iliac bifurcation averaged 8.01±0.74% of resting diameter. The half-time of contraction (36.5±2.1 to 51.5±3.6 seconds) was indirectly related to the stimulation frequency. The effects of right or left sympathetic chain stimulation were quantitatively similar to each other (51.3±4.4% and 46.7±4.5%, respectively), and the response to bilateral stimulation (92.8±6.1%) did not differ from the calculated value for paired unilateral stimulation (100%). A significant proximo-distal gradient of response (below the branching off of the renal arteries 2.97±0.28%, at the midpoint 5.15±0.52%, and above the iliac bifurcation 8.56±0.79% of resting diameter) along the abdominal aorta was established during bilateral stimulation. Histochemical examination showed no corresponding differences in the density or the distribution of monoaminergic terminals. Dose-response relations for spiral strips taken from analogous aortic segments, however, displayed sensitivity to norepinephrine in the same order as the gradient in the in vivo experiments.
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Formulas for Stress and Strain
Raymond J. Roark, W. C. Young, R. Plunkett · Journal of Applied Mechanics · 1976 · 1.9K citations · Full text
Natural Sciences, Materials Engineering, Materials Science +10
Formulas for stress and strain
Raymond J. Roark · 1965 · 328 citations · Full text
Natural Sciences, Materials Engineering, Materials Science +10