| Literature DB >> 29605974 |
Hans Gregersen1,2, Kar Man Lo3.
Abstract
The gastrointestinal (GI) tract is efficient in transporting ingested material to the site of delivery in healthy subjects. A fine balance exists between peristaltic forces, the mixing and delivery of the contents, and sensory signaling. This fine balance is easily disturbed by diseases. It is mandatory to understand the pathophysiology to enhance our understanding of GI disorders. The inaccessibility and complex nervous innervation, geometry and mechanical function of the GI tract make mechanosensory evaluation difficult. Impedance planimetry is a distension technology that assesses luminal geometry, mechanical properties including muscle dynamics, and processing of nociceptive signals from the GI tract. Since standardized models do not exist for GI muscle function in vivo, models, concepts, and terminology must be borrowed from other medical fields such as cardiac mechanophysiology. The review highlights the impedance planimetric technology, muscle dynamics assessment, and 3 applied technologies of impedance planimetry. These technologies are the multimodal probes that assesses sensory function, the functional luminal imaging probe that dynamically measures the geometry of the lumen it distends, and Fecobionics that is a simulated feces providing high-resolution measurements during defecation. The advanced muscle analysis and 3 applied technologies can enhance the quality of future interdisciplinary research for gaining more knowledge about mechanical function, sensory-motor disorders, and symptoms. This is a step in the direction of individualized treatment for GI disorders based on diagnostic subtyping. There seems to be no better alternatives to impedance planimetry, but only the functional luminal imaging probe is currently commercially available. Wider use depends on commercialization of the multimodal probe and Fecobionics.Entities:
Keywords: Electric impedance; Gastrointestinal tracts; Luminal; Medical devices; Muscle Strength
Year: 2018 PMID: 29605974 PMCID: PMC5885717 DOI: 10.5056/jnm18013
Source DB: PubMed Journal: J Neurogastroenterol Motil ISSN: 2093-0879 Impact factor: 4.924
Figure 1Schematic of the impedance planimetry probe. [d] and [e] indicates the detection and excitation electrodes.
Gastrointestinal Correlates of Cardiovascular Mechanical Parameters
| Parameter | Cardiovascular terminology | Gastrointestinal applications |
|---|---|---|
| Preload and the length-tension diagram | Preload is the end-diastolic volume that stretches the right or left ventricle of the heart to its greatest dimensions under variable physiologic demand. It is the initial stretching of cardiac muscle cells prior to contraction. Hence it is related to the end-diastole sarcomere length. Since the ideal length of the cardiac sarcomere cannot be measured in physiological and clinical studies, parameters such as ventricular end-diastolic volume or pressure are used as proxies of preload. The myocardium contracts more powerfully when the end-diastolic volume increases due to a greater number of cross-bridges being formed between the myofibrils. According to the length-tension characteristics of cardiac muscle, this is true up to a point where progressive loss of contractile ability is observed with less cross-bridges due to overstretch. | The esophageal length-tension relation was demonstrated in vivo. |
| Afterload | Afterload is the end-load against which the heart contracts to eject blood. It can be broken into components: one component is the aortic pressure the left ventricular muscle must overcome to eject blood. The greater the aortic pressure, the greater the afterload on the left ventricle. The other component follows Laplace’s law where the tension on the muscle fibers in the ventricular wall is the pressure within the ventricle multiplied by the volume (radius) within the ventricle divided by the wall thickness. Comparing a heart with a dilated left ventricle to a normal heart, the dilated heart must create a greater tension to overcome the same aortic pressure to eject blood because it has a larger internal radius. | Afterload mechanics, ie, the resistance to flow can be described by impedance planimetry and FLIP since distensibility with high-resolution geometric profiling and opening characteristics are assessed. Data are available for healthy subjects and patients with achalasia. |
| Force-velocity relations | Force-velocity relationships relate the speed at which a muscle changes its length to the amount of force that it generates. Force declines in a hyperbolic way relative to the isometric force as the shortening velocity increases. The reverse happens when the muscle is stretched, ie, force increases above isometric maximum, until finally reaching an absolute maximum. This has strong implications for the rate at which muscles can perform mechanical work and the power (force x velocity) can be calculated. | Force-velocity and force-power relations have been demonstrated in the normal and diseased esophagus where the velocity of contraction and the force depend on each other in a hyperbolic way. |
| The pressure-volume or P-CSA loop | The cardiac pressure-volume loop has long been used to measure the work done by the heart and its efficiency. A considerable amount of information on cardiac performance can be determined from the pressure-volume plot. Several physiologically relevant hemodynamic parameters such as stroke volume, cardiac output, ejection fraction, and myocardial contractility can be determined from these loops. The pressure-volume area represents the total mechanical energy generated by ventricular contraction. | Since most of the GI tract is tubular, it makes sense to express the loops as P-CSA loops rather than pressure-volume loops. |
| Preconditioning | Cardiovascular studies have revealed that biological tissue responds with a strain softening response when repeatedly stretched. | Preconditioning behavior was demonstrated in various parts of the GI tract. |
FLIP, functional luminal imaging probe; GI, gastrointestinal; P-CSA, pressure-cross-sectional area.
Figure 2Illustration of different gastrointestinal (GI) muscle properties. Panel A shows the bag pressure during distension in the human esophagus and the derived length-tension diagram is shown in panel B. Panel C shown simultaneous radius and pressure measurements during a distension. The arrows show the radius change (slope) during contractions. The slope depends on the degree of distension. The data can be converted to a force-velocity diagram as shown in panel D. Each contraction will result in a pressure-cross-sectional area (P-CSA) loop. This is illustrated in panel E at 3 distension levels (bag pressure of 10, 20, and 40 cmH2O). The P-CSA loop can be converted to a tension-radius loop for better comparison between experiments (panel F).
Figure 3Schematic of stimulation and assessment modes in experimental pain models. CSA, cross-sectional area.
Figure 4The typical “hour-glass” representation of functional luminal imaging probe data (top) and a color contour plot (topography) at the bottom. The color scale from blue towards red indicates increasing diameter. The white line is the bag pressure and the heavy black line represents the volume.
Figure 5Schematics of the defecation of Fecobionics are shown (A and B). Simulations from human defecation experiments are shown in the bottom panels (C and D). The color of the Fecobionics bag indicate the pressure in the bag during expulsion, ie, blue is low pressure and orange is high pressure. It was possible to measure impedances, pressures, and bending of the device. The anorectal angle was measured and the shape simulated. The expulsion velocity was computed from the pressure and impedance signals.