Instrumentations and Methods for NanotechnologyOur interests on instrumentation development,applied to the characterization of mechanical andoptical properties of thin film devices, focusparticularly on two main topics: quartz crystalsmicrobalance and near field optical microscopy.Standard quartz crystal microbalance (QCM) isrouting technique applied to the measure of massdeposited on quartz resonator plate by measuringthe frequency shift. We developed a new QCMdevice with improved time resolution, which allows afull characterization of the mechanical properties(elasticity and viscosity) of the molecular filmdeposited on the electrode. In such instrumentboth the frequency shift and the quality factor Q ofthe resonator are acquired in real time, withresolution of tens of millisecond in time and sub-Hzin frequency. We are currently applying suchtechnique on the study of fast light inducedvariation of viscoelastic properties in photosensitivepolymeric films. In such materials illumination canplay a role equivalent to the temperature[1] withalso the possibility to quench the material optically.With our technique we are able to monitor the fastdynamics taking place during and following thequenching process and aging process as function oftemperature/illumination history.The new QCM devices are applied also to scanningnear field optical microscopy SNOM for an accurateand fast tip sample servo <strong>di</strong>stance control. We alsodeveloped, for SNOM, contrast mechanisms suitablefor molecular axis determination in optical <strong>di</strong>chroism,birefringence or fluorescence measurements onnanoscale with applications on nanowriting inpolymeric liquid crystals [2].Currently developed technique of the formation ofnanocapsules had attracted a great attention ofresearch groups due to its obvious applicationperspectives. The technique is based on the selfassemblingof polymeric shells on the spherical (orother shape) precursors by means of electrostaticinteractions or by control-precipitation method.When the shell is formed, it was proven to bepossible to remove the precursor varying thecomposition of the solvent (in the most of cases – pHvariation resulted in the solubility of the precursornuclei). Thus, nanocapsules are formed. Animportant feature of these capsules is the smartnature of the shell changing its properties as aresponse of the environmental con<strong>di</strong>tion variations.Several applications, such as biosensors, magneticme<strong>di</strong>a, etc., demand patterned organization of layersof capsules on solid surfaces. We have developedtwo methods of patterning. The first one is based onthe electron beam treatment of capsule layers,deposited by solution casting on solid surfaces [3].Optical microscopy image of resulting patternedlayer, composed by two <strong>di</strong>fferent types of capsules(hollow capsules and those with gold in the core) isshown in Fig. The method was applied for theformation of layers of magnetic capsules [4].Second method implies self-assembling of capsuleaggregates on the specially prepared solid surfaceswith <strong>di</strong>fference in the hydrophilic/hydrophobicproperties [5]. During assembly, capsules attachthemselves onto hydrophilic areas of the support. Inthe case of hydrophobic coatings with <strong>di</strong>fferentdegree of hydrophobicity, capsules form rings on thesurface.References[1] P. Camorani, M.P. Fontana Phys. Rev. E 73,011703 (2006) L. Cristofolini, M.P. Fontana -Philosophical Magazine B84, 1537, (2004). L.Cristofolini, M.P. Fontana T. Berzina, P. Camorani -Mol. Cryst. Liq. Cryst. 398, 11 (2003).[2] P. Camorani, L. Cristofolini , G. Galli, M. P.Fontana Mol. Crystal Liq. Crystal. 375, (2002) 175-184 and P.Camorani, M.Labar<strong>di</strong> , M. Allegrini - Mol.Crystal Liq. Crystal. 372, (2001) 365-372[3] T. Berzina, S. Erokhina, D. Shchukin, G.Sukhorukov, and V. Erokhin, Macromolecules, 36,6493 (2003).[4] S. Erokhina, T. Berzina, L. Cristofolini, D.Shchukin, G. Sukhorukov, L. Musa, V. Erokhin, andM.P. Fontana, J. Magnetism Magn. Mater., 272-276,1353 (2004).[5] V. Troitsky, T. Berzina, D. Shchukin, G.Sukhorukov, V. Erokhin, and M.P. Fontana, Colloidsand Surfaces A, 245, 163 (2004).Fig. 1. Two-step electron beam patterning of layer ofhollow and gold containing nano-engineeredpolymeric capsules.AuthorsT. Berzina, P. Camorani, L. Cristofolini, S. Erokhina,V. Erokhin, and M.P. FontanaUniversity of Parma and CRS SOFT CNR-INFM.57SOFT Scientific <strong>Report</strong> 2004-06
Scientific <strong>Report</strong> – Non Equilibrium Dynamics and ComplexityThe Molecular Mechanism of Muscle ContractionThe cells of the striated muscle, called fibres, areconstituted by ca 2 µm long elementary units, thesarcomeres, that repeat along the axis of the fibre(Fig. 1). In each half-sarcomere, thick (myosincontaining)filaments originating from the M line atthe centre of the sarcomere partially overlap withthin (actin-containing) filaments originating from theZ line boun<strong>di</strong>ng the sarcomere. During musclecontraction the generation of the force that pulls theactin filament towards the centre of the sarcomere isdue to a structural working stroke in the globularhead of the myosin cross-linking the myosin and theactin filaments. The work produced is accounted forby the hydrolysis of ATP on the catalytic site of themyosin head. Despite the mass of information frommechanical, biochemical and energetic stu<strong>di</strong>es thegap between cellular and molecular levels ofdescription of the myosin motor remains large.Protein crystallography has provided a model of themyosin working stroke with atomic resolution.However, the function of myosin in situ depends onthe interaction between conformational changes inthe motor protein and external force or motion, andthis cannot be reproduced in crystallographic stu<strong>di</strong>es.In isolated intact cells from frog muscle, myosinmotors can be synchronised by length or force stepscontrolled at half-sarcomere level and the relatedstructural changes can be recorded with timeresolvedsmall angle X-ray <strong>di</strong>ffraction (SAXS) usingsynchrotron light. The brightest axial reflection of the<strong>di</strong>ffraction pattern from single fibres, called M3,originates from the 14.5 nm axial repeat of themyosin motors along the filament axis (Fig. 1) and issensitive to axial movements of the myosin headsduring the working stroke [1].A breakthrough for SAXS technique has been thefin<strong>di</strong>ng that with the spatial resolution of 3rdgeneration synchrotrons (ESRF, Grenoble, France;APS, Argonne, IL, USA) it is possible to record thefringes generated in the M3 reflection by theinterference between the two arrays of myosinmotors in each sarcomere [2]. Due to the bipolararrangement of the myosin motors in the two halvesof the sarcomere, the interference effect provides Åscale <strong>di</strong>rect measure of the axial movement of themotors [3]. The changes in interference fringes ofthe M3 reflection, following stepwise reduction of theZ-line14.5 nmMyosin filamentMyosinheadsM-lineActin filamentFig. 1: Structural model of muscle contraction atthe level of the sarcomere. Arrangement of the actinand myosin molecules in the muscle sarcomere.Grey, actin filament; blue, myosin filament; red;myosin heads. Sarcomere shortening (transitionfrom upper to lower panel) is associated with tiltingof myosin heads so that actin filaments are pulledtoward the M-line.1.00.50.00-5-10-15-20abForce ( T 0 units)L 0 1L 2s 2L 2e L 33Length change (nm hs -1 )0 5 10 15 20Time (ms)0.066 0.068 0.070 0.072Fig. 2: Mechanical and structural responses to aload step. (a) Load step normalised by theisometric force T 0. (b) Length change in nm perhalf-sarcomere; numbers next to the recor<strong>di</strong>n<strong>di</strong>cate the various phases of the shortening: theelastic change in strain (1); the early sli<strong>di</strong>ng due tothe synchronised working stroke in the myosinheads (2); the pause (3) and steady sli<strong>di</strong>ng (4) dueto detachment/attachment of myosin heads fartheralong the actin filament. (c) Axial intensity<strong>di</strong>stribution in the region of the M3 reflection at theperiods correspon<strong>di</strong>ng to the X-ray exposure timesshown in (b): brown L 0, isometric contraction;orange L 2s, start of phase 2; pink L 2e, end of phase2; blue L 3, end of phase 3. Myosin heads movetowards the centre of the sarcomere during phase 2and detach from actin during phase 3.force from the isometric value with a force feedbackcontrol, showed that the myosin working stroke is 11nm and takes
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