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1.
Mol Microbiol ; 71(1): 48-65, 2009 Jan.
Article in English | MEDLINE | ID: mdl-19007413

ABSTRACT

Virulence of Plasmodium falciparum, the most lethal parasitic disease in humans, results in part from adhesiveness and increased rigidity of infected erythrocytes. Pf332 is trafficked to the parasite-infected erythrocyte via Maurer's clefts, structures for protein sorting and export in the host erythrocyte. This protein has a domain similar to the Duffy-binding-like (DBL) domain, which functions by binding to receptors for adherence and invasion. To address structure of the Pf332 DBL domain, we expressed this region, and validated its fold on the basis of the disulphide bond pattern, which conformed to the generic pattern for DBL domains. The modelled structure for Pf332 DBL had differences compared with the erythrocyte-binding region of the alphaDBL domain of Plasmodium knowlesi Duffy-binding protein (Pk alpha-DBL). We addressed the function of Pf332 by constructing parasites that either lack expression of the protein or express an altered form. We found no evidence that Pf332 is involved in cytoadhesion or merozoite invasion. Truncation of Pf332 had a significant effect on deformability of the P. falciparum-infected erythrocyte, while loss of the full protein deletion did not. Our data suggest that Pf332 may contribute to the overall deformability of the P. falciparum-infected erythrocyte by anchoring and scaffolding.


Subject(s)
Antigens, Protozoan/metabolism , Plasmodium falciparum/metabolism , Protozoan Proteins/metabolism , Animals , Antibodies, Protozoan/immunology , Antibodies, Protozoan/metabolism , Antigens, Protozoan/physiology , Binding Sites , Erythrocytes/parasitology , Gene Deletion , Humans , Merozoites/physiology , Models, Molecular , Peptide Mapping , Plasmodium falciparum/physiology , Protein Folding , Protein Interaction Domains and Motifs , Protein Structure, Tertiary , Protozoan Proteins/physiology , Structure-Activity Relationship
2.
Am J Physiol Cell Physiol ; 293(2): C597-605, 2007 Aug.
Article in English | MEDLINE | ID: mdl-17428838

ABSTRACT

We report here the first measurements of the complex modulus of the isolated red blood cell (RBC). Because the RBC is often larger than capillary diameter, important determinants of microcirculatory function are RBC deformability and its changes with pathologies, such as sickle cell disease and malaria. A functionalized ferrimagnetic microbead was attached to the membrane of healthy RBC and then subjected to an oscillatory magnetic field. The resulting torque caused cell deformation. From the oscillatory forcing and resulting bead motions, which were tracked optically, we computed elastic and frictional moduli, g' and g", respectively, from 0.1 to 100 Hz. The g' was nearly frequency independent and dominated the response at all but the highest frequencies measured. Over three frequency decades, g" increased as a power law with an exponent of 0.64, a result not predicted by any simple model. These data suggest that RBC relaxation times that have been reported previously, and any models that rest upon them, are artifactual; the artifact, we suggest, arises from forcing to an exponential fit data of limited temporal duration. A linear range of response was observed, but, as forcing amplitude increased, nonlinearities became clearly apparent. A finite element model suggests that membrane bending was localized to the vicinity of the bead and dominated membrane shear. While the mechanisms accounting for these RBC dynamics remain unclear, methods described here establish new avenues for the exploration of connections among the mechanical, chemical, and biological characteristics of the RBC in health and disease.


Subject(s)
Erythrocyte Deformability , Erythrocytes/physiology , Hemorheology/methods , Models, Cardiovascular , Cells, Cultured , Elasticity , Ferric Compounds/chemistry , Finite Element Analysis , Flow Cytometry , Humans , Linear Models , Magnetics , Microspheres , Nonlinear Dynamics , Optics and Photonics , Oscillometry , Reproducibility of Results , Stress, Mechanical , Time Factors , Torque , Viscosity
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