When we measure the surfaces n the tur th t e gauss

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Unformatted text preview: tsteibuil of,sthnccanusf iwe.lateothethwiedmteasuile of,sehsurfsaces iwe.lateothethwedmteasutionhe surfaces late the n we es. If we kn w d hr ta tiodi we Gsa calcu kWhen is n its eiba tiodi tanccanusf an kWhen is is rib re t , we can calcu n a e e . I s an n w hr t r nh we Ga. calcu n w t e e Is in the tail of the Gaussian. When wie measaile of ehsurfaces ian. When we measure the surfaces n the tur th t e Gauss surface interaction energy. This principleace interactionpoiergy. with anincipleace inget mainepoierdescripis an.inciplethis inget mainepoierdescripis pr.inciplethis case main point surf was the main en nt This pr AFM, was the a bn tterntgy. with pr AFM, wascase a bn tterntgy. Th tion In was the surf we teractio en Th tion surface the In we teractio en with an AFM, we get a better description. AFM, is case a better description. In this case with an In th we get of the previously referred to paper of of nhSperngeouet y l efer]. d twe agetr of dianhStprngeouet yolfefer].hd itwe agamplfedianhStp’ngoouet yolfefer].hd ito t asamplfevan iSps’ngon et al [22]. va t e p evi n sl a r [22 re o p pe a ofst repe evitnSsl a r [22 re e ght s etr o ofpt reps revenSsl a r [22 re e ghp per o po nt e fer v c e e se n ‘ o p pe a v soin e sf it r a n ‘ we get a discrete set Sa of n ‘height gampledipornte’ sfor Sa of n ‘height sample points’ for ce e e a The next part covers the quest to Thed ntexs part cce ers the quest to Thed ntexs part cce ers the quest to Thed ntexs part cce ers the quest to find this distance we s et a sc ie s et fin hi t distan ov fin hi t distan ov fin hi t distan ov surface a, surface a, surface a, surface a, distribution function. The model aldostrsbusion functuon. ul The model aldostrsbusion functuon. ul The model aldostrsbusion functuon. ul The model allows us to find useful l i w i t to find i sef l i w i ut to find i sef l i w i t to find i sef trends, and be able to understand bettetrrenhat, happbe s blctuoluy derstand bettetrrenhat, hS ppbe s,bzetuol.ly,dz rs.tand bettetrrenhat, hS p9be s,bzetuol.ly,dz rs.tand better what hap9) ns actually w ds and en a a e t a l n w ds aa d: en a alc t a u.n e na za1 a2 , . w ds aaadp) n1 alc 2t a u.n ean n(: e a a a , . z an S (pe a1 , za , . . . , z . Sa(9) a1 , za2 , . . . , zan . :z :z (9) in a situation in which stiction is occua situation in ewhich stiction is occua situation in ewhich stiction is occua situation in ewhich stiction is occurring, awhich e2fects an in rring, which ffects in rring, which ffects in rring, which ffects f are important and which conditions dare omhaveanuch d whgch con dhteons dareaiy, haereaetuaah ea wbhgch tcon ohteesnsmdfacaiy, haereaetuaah ea wbhgch tcon ohteesnsmdfacay, hae e etua h ea S rgor thIe oheesamrfacay, we get a set S for the other surface, o n i t port s t an a lar i e I n t i i sameow omwovt nt c s dt S r for hIendthior a uraree,mwovt nt c s dt S r for hIendthior a ur owe,t w v g s c s t la f e n t p g s n la i e ti eow ot p g s...
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This document was uploaded on 02/23/2014 for the course MECH 335 at University of Victoria.

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