2007
DOI: 10.1016/j.jtbi.2007.01.006
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Dynamics of intestinal propulsion

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Cited by 33 publications
(16 citation statements)
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References 15 publications
(14 reference statements)
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“…Longitudinal stretch decreased the circumferential muscle contractility. Such information may be relevant because lengthening can be caused by shear stresses induced by chyme flow [10,23], longitudinal muscle relaxation [24], and distension due to obstructive diseases [25,26]. The 20% elongation used in this study is probably in the same range as such physiological length changes whereas the deformation used in muscle strips studies often are much larger.…”
Section: Active-passive Stress-strain Curves and Longitudinal Stretchmentioning
confidence: 96%
“…Longitudinal stretch decreased the circumferential muscle contractility. Such information may be relevant because lengthening can be caused by shear stresses induced by chyme flow [10,23], longitudinal muscle relaxation [24], and distension due to obstructive diseases [25,26]. The 20% elongation used in this study is probably in the same range as such physiological length changes whereas the deformation used in muscle strips studies often are much larger.…”
Section: Active-passive Stress-strain Curves and Longitudinal Stretchmentioning
confidence: 96%
“…The TAMs were then connected to the grip of a tensile test machine (BOSE Electroforce 3200 instrument, BOSE Inc.). The tensile test system was used to apply sinusoidal pull force, which has a peak value 0.4 N and lasts 6 s for each cycle (close to the maximum human intestine traction force (Miftahof and Akhmadeev 2007) and peristalsis frequency (Froehlich et al 2005)). The TAMs were immersed into saline during the entire test, and the volumes of the mechanism were calculated to make sure the buoyancy force offsets the weight of the TAM.…”
Section: In Vitro Adhesion Damage Testmentioning
confidence: 99%
“…The majority of pharmacokinetic studies focus on a compartmentalised approach; a paper by Stoll et al (2000) applies the Smoluchowski equation (an advection-diffusion equation) to the movement of drugs in the small intestine, including a reaction term to account for absorption of the drug. Miftahof and Akhmadeev (2007) presented a biomechanical gut segment and mathematically modelled its propulsion as a solid and non-deformable pellet using finite difference and finite element methods. residence times, solubility) and does not provide an understanding of the nature of the flow and mixing, which might have a profound effect.…”
Section: Modelling Small Intestine Processesmentioning
confidence: 99%