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R Jarosch

Publications and source records attributed to R Jarosch.

At least 19 recordsLinked to original sources

The alpha-helix, an overlooked molecular motor.

At first sight the alpha-helix appears as a rigid scaffold braced by hydrogen bonds nearly parallel to the helix axis. Looked at more closely it turned out to be highly dynamic and able to transform chemical into mechanical energy. The hydrogen bonds are fairly weak and compliant bonds. Their length, usually between 0.267 and 0.291 nm (mean value, 0.28 nm), depends on the interaction of the side chains. The most important strong interaction is the electrostatic repelling force between equally charged side chains (Glu-, Asp-, Lys+, Arg+), well known by experiments with polyamino acids. In proteins with different amino acids, repelling forces between charged side chains work in the axial direction and stretch the hydrogen bonds. Extreme shortening of the hydrogen bonds occurs when ions, e.g., Ca2+, H+, or PO3-, are added and discharge side chains. This means a cooperative pitch decrease of the alpha-helix (pitch range between 0.52 and more than 0.55 nm; mean value, 0.54 nm). This pitch change is absolutely connected by steric reasons with torque generation and torsional rotations, as demonstrated by molecular and tubular alpha-helix models. Thus, charged alpha-helices are molecular motors propelled by the electrostatic energy of added ions. The motor effect is most striking with highly charged alpha-helical coiled coils, e.g., tropomyosin, myosin, and alpha-actinin that can rotate actin filaments by winding and unwinding. For example, the shortening of muscle depends on the sliding (drilling) motion of the Ca2+-activated helical actin filaments into the cross-bridges of the A-band. Here, models are presented for the in vitro sliding of actin filaments and for cytoplasmic streaming by winding and unwinding of myosin chains, and for membrane proteins that contain nonhelical domains between membrane-penetrating alpha-helices. They may transport molecules by the described torsional rotations if they perform supercoiling. Winding and supercoiling can lead to displacement of bound ions and to a feed-back-regulated oscillation between two different coiling stages E1 and E2 that explain "eversion". The models need the torque for 1-2 rotations. They explain active and passive transports, the driving-effects of ion gradients, ATP hydrolysis by unwinding, ATP synthesis by winding up of the supercoils, etc.

Amino Acids↗

Muscle force arises by actin filament rotation and torque in the Z-filaments.

Actin filament rotation in skeletal muscle is studied by a mechanical model that simulates structure and tension. The four anchoring Z-filaments are twisted around and change the structure of the Z-lattice. The "small square" without twist represents the resting stage of muscle. Torque causes contraction by clockwise rotation (as seen from the Z-band), drilling into the A-band and transition of the "small square" to "basket weave" by increasing the twist and decreasing the torque. Release decreases the torque ("force-depression") by passive clockwise rotation. Stretch causes increased torque ("stretch activation") by passive counterclockwise rotation. Torque arises during Ca(2+)-activation by a conformational change in the highly charged coiled-coils: The four alpha-actinin Z-filaments generate strong torque for the isometric tension. Quick release experiments show that less than one rotation reduces this torque to zero. The 5-12 rotations necessary for isotonic shortening result from torque-generation in the two long tropomyosin coiled-coils. Myosin controls the velocity of active and passive rotations.

Actinin↗

Limited effectiveness of chlorhexidine based hand disinfectants against methicillin-resistant Staphylococcus aureus (MRSA).

Hand disinfectants containing chlorhexidine are thought to be less bactericidal against methicillin-resistant Staphylococcus aureus (MRSA) than methicillin-susceptible Staphylococcus aureus (MSSA). We report an in vitro comparison between three distinct MRSA strains and three MSSA strains. The bactericidal efficacy of chlorhexidine digluconate, 'Hibiscrub' and 'Hibisol' against Staphylococcus aureus was determined in a quantitative suspension test. Logarithmic reduction factors (RF) were calculated for each of six parallel experiments. Chlorhexidine digluconate and 'Hibisol' showed RF > 5 at most concentrations and reaction times but 'Hibiscrub' did not. MRSA was found to be significantly less susceptible than MSSA to chlorhexidine digluconate, 'Hibiscrub' and 'Hibisol' (P < 0.05; two-tailed t-test for independent samples). 'Hibisol' was significantly more effective against MRSA than 'Hibiscrub' (P < 0.05). Hand disinfectants containing both alcohol and chlorhexidine (e.g., 'Hibisol') are more effective against MRSA than scrubs based only on chlorhexidine ('Hibiscrub') and should be used in clinical practice.

Chlorhexidine↗

[Effectiveness of alcoholic hand disinfectants against methicillin resistant Staphylococcus aureus].

In order to determine the efficacy of hand disinfectants based on alcohol against three MRSA strains and 3 methicillin-susceptible S. aureus strains (MSSA), 1-propanol (60%) as well as Sterillium and Spitaderm were investigated in the quantitative suspension test at various dilutions and reactions times (15, 30 and 60s). All undiluted disinfectants revealed reduction factors > 6 against MRSA and MSSA after 30s. Diluted disinfectants (50%) were significantly less effective against MRSA at short reaction times (15 s) (p < 0.05). Sterillium in a dilution of 50% did not reach 5 reduction factors against either MRSA or MSSA after 30 s. The impact of an appropriate use of hand disinfectants in order to break chains of infections with MRSA is obvious.

1-Propanol↗

Wavelike motions of cytoskeletal fibrils and their mechanics.

Actin filaments and microtubules can slide and translocate particles along as it is well known. Moreover, bendings, corners, regions of branching and crossbridges can move in a wavelike manner along bundles of cytoskeletal elements. This has been demonstrated by microcinematography e.g. of ringlike closed F-actin bundles ("waving polygons") in cytoplasmic drops squeezed out of characean internodial cells (Jarosch 1960) and by microtubule bundles of axostyles of Pyrsonympha (Langford and Inoué 1979), or by the rootlet fibril (costa) of Trichomonas (Amos et al. 1979). Single isolated microtubules from squid giant axons that become visible by video-enhanced interference contrast microscopy can glide on glass slides and start a kind of "fishtailing" when gliding is prevented by an obstacle (Allen et al. 1985). The described wavelike motions cannot be explained by the power-stroke or rowing-stroke model of myosin-, kinesin-, or dynein-crossbridges between filaments or microtubules--thus the problem of proper coordination and localization of the single power-strokes is unsolved. The motions can be explained and simulated in detail by macroscopic models with rotating steel helices. This indicates the existence of quickly rotating cytoskeletal elements. Two types of mechanisms are possible: 1) The propagation of angles and corners may depend on the close contact between the rotating elements of the bundle, e.g., by mutual winding and unwinding of actin-associated filaments or microtubule-associated filaments (characean polygons, axostyles of Pyrsonympha). 2) The rotating elements of the bundle form superhelices, and their rotation results in microscopic helical waves (bacterial flagella, helical filopodia, "corkscrewing" of a helical bundle). Eucaryotic flagella transform the latent helical waves of their helically shaped doublet microtubules and the central singlet helix to large helical or uniplanar bending waves by a most intricate mechanical coil-coil interaction that is demonstrated in a simplified manner by model experiments.

Animals↗

A rotation model for microtubule and filament sliding.

Simple model experiments show that the cyclic motion of myosin cross-bridges in muscle which is assumed to be active ("sliding model" by "power-stroke" or "rowing-stroke" of the crossbridges) can be interpreted equally well as a passive process during which the myosin heads simply lock mechanically into the grooves of the thin filaments. In order to explain the sliding process a filament or microtubule rotation is assumed to be combined with the winding and unwinding of associated helical protein filaments ("MAPs", "dynein"). As shown in further model experiments the direction of helix winding or unwinding along a rod (microtubule) determines the direction of rod displacement ("parallel" or "antiparallel sliding"). The "sidearms" and "bridges" visible in the electron microscope along the cytoskeletal elements might correspond to the winding or unwinding filaments. On the basis of this conception simple models for the behavior of spindle microtubules and the anaphase movement of chromosomes are presented. The latter is assumed to occur via the unwinding of helical filaments accompanying the kinetochore microtubules, which causes their simultaneous depolymerization.

Centromere↗

Rotating microtubules as a basis for anaphase spindle elongation in diatoms.

The separation of the spindle poles during anaphase in diatoms can easily be explained by contrarotating microtubules in the two half spindles. A model is presented demonstrating that in such a situation, the electron microscopically observed tetragonal pattern of the antipolar microtubules in the overlap region is the only means to achieve minimal frictional resistance. The consequences of the microtubule-rotating concept are discussed to comparison with other models (e.g. microtubule/microtubule-sliding).

Anaphase↗