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Biorheology is an international interdisciplinary journal that publishes research on the deformation and flow properties of biological systems or materials. It is the aim of the editors and publishers of
Biorheology to bring together contributions from those working in various fields of biorheological research from all over the world. A diverse editorial board with broad international representation provides guidance and expertise in wide-ranging applications of rheological methods to biological systems and materials.
The aim of biorheological research is to determine and characterize the dynamics of physiological processes at all levels of organization. Manuscripts should report original theoretical and/or experimental research promoting the scientific and technological advances in a broad field that ranges from the rheology of macromolecules and macromolecular arrays to cell, tissue and organ rheology. In all these areas, the interrelationships of rheological properties of the systems or materials investigated and their structural and functional aspects are stressed.
The scope of papers solicited by
Biorheology extends to systems at different levels of organization that have never been studied before, or, if studied previously, have either never been analyzed in terms of their rheological properties or have not been studied from the point of view of the rheological matching between their structural and functional properties. This biorheological approach applies in particular to molecular studies where changes of physical properties and conformation are investigated without reference to how the process actually takes place, how the forces generated are matched to the properties of the structures and environment concerned, proper time scales, or what structures or strength of structures are required.
Biorheology invites papers in which such 'molecular biorheological' aspects, whether in animal or plant systems, are examined and discussed. While we emphasize the biorheology of physiological function in organs and systems, the biorheology of disease is of equal interest. Biorheological analyses of pathological processes and their clinical implications are encouraged, including basic clinical research on hemodynamics and hemorheology.
In keeping with the rapidly developing fields of mechanobiology and regenerative medicine,
Biorheology aims to include studies of the rheological aspects of these fields by focusing on the dynamics of mechanical stress formation and the response of biological materials at the molecular and cellular level resulting from fluid-solid interactions. With increasing focus on new applications of nanotechnology to biological systems, rheological studies of the behavior of biological materials in therapeutic or diagnostic medical devices operating at the micro and nano scales are most welcome.
Abstract: A flow of a highly concentrated latex suspension around a solid body in a thin layer between two parallel glass plates was observed by an optical microscope. A clear region, where suspended particles were rare, appeared near the rear stagnation point of the body. A model for. explaining this phenomenon is proposed, in which the area of the clear region depends on an average size of aggregates of suspended particles. A possibility is suggested to use this phenomenon for measuring aggregate size in concentrated suspensions.
Keywords: Aggregate, Latex, Suspension, Hele Shaw flow
DOI: 10.3233/BIR-1983-20511
Citation: Biorheology,
vol. 20, no. 5, pp. 547-555, 1983
Abstract: In order to consider the effect of membrane fluidity upon the mechanical property of biological cell suspensions, we have calculated the complex intrinsic viscosity [ η ∗ ] = [ η ′ ] − i [ η ″ ] of spherical shell structures with material incompressibility in suspension as a function of the dimensionless frequency x = ω η ′ a / γ ′ together with the parameters of h m = η m…/ η ′ , g = γ / γ ′ , h = η / η ′ , δ = d / a , where a is the radius of the cell, d is the width of the membrane, η , η m , and η ′ are the viscosities of the medium, of the membrane and of the internal region of the cell, γ and γ ′ the surface tensions at the outer and the inner side of the membrane respectively, and w the angular frequency. The result is simply represented by two dispersions as follows: [ η ∗ ] / [ η ] = A 1 + B 1 / ( 1 + i ω τ 1 ) + B 2 / ( 1 + i ω τ 2 ) . Here i is the imaginary unit, A 1 = 2 ( 1 − h ) / ( 2 + 3 h ) + O ( δ ) , B 1 = 3 h / ( 5 + 5 h ) + O ( δ ) , B 2 = h ( 19 + 16 h ) / { 5 ( 1 + h ) ( 2 + 3 h ) } + O ( δ ) , τ 1 = { ( 5 / 24 ) ( 1 + h ) ( 1 + 1 / g ) δ − 2 + O ( δ − 1 ) } a η ′ / γ ′ , τ 2 = [ ( 2 + 3 h ) ( 19 + 16 h ) / 40 ( 1 + h ) ( 1 + g ) + O ( δ ) ] a η ′ / γ ′ and [ η ] = ( 5 / 2 ) { 96 h m g + 32 g ( 5 + 5 h − 12 h m ) δ + O ( δ 2 ) } / { 96 h m g + 32 g ( 5 + 2 h − 12 h m ) δ + O ( δ 2 ) } .
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Abstract: Using a rheoscope, combined with a TV image analyzer and a computer, the effects of immunoglobulins and IgG-fragments on the process of human erythrocyte aggregation were determined. The immunoglobulins accelerated the aggregation; the effect increased with their molecular weight, i.e., IgG ≃ γ -globulin < IgA < IgM. An empirical relationship, expressing the dependence on the immunoglobulin concentrations, was proposed. F(ab′)2 -fragment accelerated the aggregation, more effectively than IgG, while Fab- and Fc-fragments did not. Therefore, two Fab-portions are presumably needed to form the aggregates, and the flexibility between two Fab-portions may be important. A case of multiple myeloma…showed an increased aggregation, due to the increased myeloma protein.
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Abstract: An entire settling curve for whole blood is derived theoretically based upon Chien’s expression for the viscosity of whole blood at hematocrits in excess of 40%. This problem was already studied by Puccini et ale in 1977. The aim of this note lies in correcting a mistake found in their treatment of a differential equation. The functional form of the entire settling curve differs, of course, from that obtained by them. It is shown that the settling curve is governed by only two parameters. The comparison of our theoretical formula with experimental data is left for our future task. It…is suggested that the meniscus will be curved in close neighborhood of the glass wall due to the fluid mechanical influence of the wall. The effect of the aggregation of red cells will also be taken into account in future.
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Abstract: A purpose of the present study is to make an artificial rouleau of bovine red blood cells which is not capable of rouleau formation under physiological condition. Rheological behaviors of bovine blood forming artificial rouleaux were examined. The modification of cell surface by enzyme trypsin induced rouleau formation, whereas the modification of cell surface by neuraminidase did not cause any aggregate formation. The drastic elevation of the fibrinogen content in bovine red blood cells suspension also brought about the formation of rouleau. The value of dynamic rigidity modulus G′ of bovine red blood cells in saline solution containing high concentration…of fibrinogen is somewhat smaller than that of trypsin treated bovine red blood cells in plasma. The value of G′ of trypsin treated bovine red blood cells in plasma first increased to a maximum value and then decreased with the time. It is supposed that the removal of macromolecules from the cell surface facilitates the mutual approach of cells and causes the formation of rouleau which seems to be the same as that of human and horse bloods.
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Abstract: Sheep hemolysate-loaded liposomes were prepared by a modified interfacial deposition technique. The mean diameter of the liposomes was estimated to be about 310 nm. Sheep hemolysate-loaded liposomes were called artificial red blood cells (ARBC). The flow properties of the ARBC suspension (pH 7.4) were measured with a concentric cylinder-type rotational viscometer at low shear rates and were compared with those of sheep red blood cell (SRBC) suspension (pH 7.4). It was revealed that the flow type of the ARBC suspension (pH 7.4) was of pseudoplastic as in the case of SRBC suspension (pH 7.4). The relative viscosity of the ARBC…suspension as a function of particle concentration in the medium was linear and fitted fairly well with the Einstein equation. However, the relative viscosity of SRBC suspension was increased more gradually with increasing particle concentration, and was well presented by the Brinkman equation as a function of particle concentration for concentrated suspensions. It was suggested that this would be due to the difference in particle-particle interaction between the two types of suspensions. The flow properties of the mixed suspensions of the ARBC and SRBC in the suspending medium (pH 7.4) with and without dextran were measured. It was revealed that the relative viscosity of the mixed suspension is reduced with increasing mixing ratio of the ARBC in the suspension, suggesting that the flow properties of the mixed suspension of the ARBC and SRBC are dependent on the ARBC rather than dextran.
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Keywords: Sheep hemolysate-loaded liposomes, Carboxymethylchitin, Mixed suspension of artificial red blood cells and sheep red blood cells
DOI: 10.3233/BIR-1983-20516
Citation: Biorheology,
vol. 20, no. 5, pp. 593-601, 1983
Abstract: The supply of oxygen to tissue from capillaries may be influenced by hemorheological factors. A hemorheological model is developed for elucidating which factors play a major role in the oxygen transport to tissue. For a capillary tissue unit, a modified cylindrical model of Krogh is used. For blood, two fluids model of red blood cells (RBCs) and plasma is used where hemoglobin release effect is included. Non-equilibrium flows as well as equilibrium flows are examined for various parameters (total flow Q or RBC velocity Vr, discharge hematocrit Hd and capillary hematocrit Hc). In equilibrium flow, Hd and Q determine the…oxygen transport. In non-equilibrium flow, Hc also becomes important. Especially, hemoglobin release effect becomes significant in low Hc flow, which affects the area of lethal region in tissue.
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Keywords: capillary flow, hematocrit, hemorheology, non-equilibrium flow, oxygen transfer
DOI: 10.3233/BIR-1983-20517
Citation: Biorheology,
vol. 20, no. 5, pp. 603-614, 1983
Abstract: Effects of high osmotic media on the shape and deformability of RBC were examined for determining increasing factors of blood viscosity. Dog blood and Urographin (a hypertonic contrast medium) were used; the plasma osmolality was changed by urografin suspended in blood. The viscosity was measured for normal RBC and glutaraldehyde-treated RBC suspensions with a cell volume concentration. The RBC deformability was evaluated from the difference in viscosity between the two suspensions. It was shown that normal RBC suspension increased the viscosity with increase in osmolality at high shear rate; hardened RBC suspension decreased the viscosity with increase in osmolality. It…was concluded that the RBC deformability decreased with increasing osmolality.
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Keywords: Blood viscosity, High osmotic media, RBC deformability, RBC shape
DOI: 10.3233/BIR-1983-20518
Citation: Biorheology,
vol. 20, no. 5, pp. 615-622, 1983
Abstract: Dependence of the viscosity of milks on the bore-size of capillary viscometer has been studied at 25°C. Viscosity measurements were carried out with a Maron-Belner type low shear capillary viscometer with various capillary radii (0.0190–0.076 cm) within the shear stress range of 0.2–30 dynes/cm2 at the capillary wall. Each milk showed non-Newtonian flow behavior and dependence on the size of the capillary. The viscosity of human fresh milk and cow’s fresh milk decreased with the decreases in the capillary bore-size within the range of shear stress studied, and the viscosity of homogenized milk, although similar phenomena as above were…Observed in higher shear stress, decreased with the decrease in the capillary bore-size at the range of lower shear stress. The difference in characteristics of capillary bore-size dependence on viscosity may be attributed to the difference in the behavior of fat droplets existing near the wall at which thermal motion of fat droplets will be hindered by the existence of capillary wall. The results were represented by the modified Ree-Eyring generalized flow formula for a flow system containing one Newtonian flow unit and one non-Newtonian flow unit which included additional terms dependent on the capillary bore-size. The viscosity equation suitable for analysing the dependence of viscosity on the capillary bore-size at entire ranges of rate of shear, was derived by assuming the wall layer. Composed of double layers (of thickness do and di - do ) in the flowing liquid in capillary tube, and by combining this equation with the modified Ree-Eyring equation, the values of do and di were calculated.
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Keywords: Wall effect, Flow of milks, Double layer model
DOI: 10.3233/BIR-1983-20519
Citation: Biorheology,
vol. 20, no. 5, pp. 623-634, 1983
Abstract: A Maxwell-type equation, which involves both time-dependent viscosity η ( t ) and elastic modulus G ( t ) is proposed as governing the shear stress difference σ ′ = σ − σ y , where σ and σ y are total and yield shear stresses respectively. A (reaction kinetics) equation for a structure variable λ is written which describes the evolution of blood structure (network ⇄ rouleau ⇄ RBC) in stress formation and stress relaxation measurements…and which also depends on the (constant) applied shear rate γ ˙ 1 . The time dependent viscosity is assumed to involve the solution λ ( t , γ ˙ 1 ) of the rate equation in the same manner than its equilibrium value λ e q ( γ ˙ 1 ) enters in a viscosity equation η ( λ e q ) yet proposed by one of the authors. A simple relation G ( λ ) completes the structural description. General solutions σ ( t ) of the Maxwell-type equation are discussed in the case of stress relaxation (after the cessation of steady flow) and stress formation (under constant shear rate). Especially, the latter exhibits the well-known “overshoot” behavior. Moreover, the long time behavior of the former allows the quantification of the yield shear stress. Lastly one example of application to blood measurements is discussed.
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