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Heinrich Rohrer, el suís que va inventar el microscopi de Feynman
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Tal dia com avui de fa justament cinc anys, el 16 de maig del 2013, va morir una persona clau en la història de la nanotecnologia: el físic suís Heinrich Rohrer, que, juntament amb Gerd Binnig, va ser l'inventor del microscopi d'efecte túnel el 1981, un microscopi que va obrir les portes al desenvolupament de la nanotecnologia i va donar la raó al protagonista de la meva anterior sèrie de post, Richard Feynman, i a la seva conferència There is plenty of room at the bottom, ja que per primera vegada teníem un instrument capaç de mirar i manipular la matèria a escala atòmica: el microscopi de Feynman. Pel disseny del primer microscopi d'exploració d'efecte túnel (STM) van ser guardonats amb el premi Nobel de física el 1986, premi que van compartir amb Ernst Ruska, inventor del microscopi electrònic.
Rohrer, una persona clau en la història de la nanotecnologia
Rohrer va néixer el 1933, mitja hora després que la seva germana bessona. Va créixer al poble de Buchs, a l'est de Suïssa. En aquest entorn, era lògic que s'interessés per aspectes més relacionats amb la natura, i primer es va preocupar per l'estudi de les ciències naturals. Malgrat això, un cop va ingressar a l'Institut de Tecnologia Federal Suís (ETH), va decidir que la seva formació acadèmica superior s'orientaria al camp de la física. Va ser una decisió fàcil, tenint en compte alguns dels noms dels seus professors, com Wolfgang Ernst Pauli, Paul Scherrere o G. Busch. La seva tesi doctoral, iniciada el 1955, es va centrar a mesurar la longitud d'ona dels superconductors, i el seu postdoc el va continuar a l'ETH complementat amb un de nou a la Universitat de Rutgers (Nova Jersey).
Al seu retorn a Europa, es va incorporar, al Research Laboratory de l'empresa IBM, emplaçat a Rüschlikon (Zürich), on, entre molts altres treballs, va estudiar a fons els materials Kondo i els elements magnètics. Aquí va començar a col·laborar amb el físic alemany Gerd Binnig, i, a partir de l'interès per entendre les propietats superconductores de certs tipus d'òxids metàl·lics i de la seva estructura superficial, cosa bastant complexa a causa de la poca informació que els donava la microscòpia en aquell moment, van començar a buscar alguna eina que els ajudés en aquells estudis. Aquesta eina va ser el STM, que va ser rebut amb cert escepticisme per la comunitat científica, ja que de manera totalment trencadora no utilitzava lents i, a més, es basava en un complex efecte quàntic.
Els resultats inicials de Rohrer i Binnig van ser finalment verificats per altres grups i presentats en un taller sobre el STM als Alps austríacs el 1985. Es tractava de dispositius com el microscopi de força atòmica (AFM), un tipus de microscopi d'escaneig de molt alta resolució que mesura les forces atòmiques entre la punta d'una sonda i la superfície que s'escaneja -tenen les seves arrels en aquesta reunió-. Durant l'última nit del taller, les muntanyes es van omplir d'idees boges sobre com es podrien usar tals microscopis en aplicacions a tot tipus de camps, des de física i química fonamentals fins a tecnologia de la informació, informàtica quàntica i electrònica molecular, així com en ciències de la vida. L'escepticisme inicial es va convertir en clamor quan les evidències van ser aclaparadores, la comunitat rebia amb entusiasme un microscopi revolucionari cridat a marcar una època. Un any després obtindria el Nobel de física.
Després de l'obtenció del Nobel, va arribar a director del departament de física de la IBM a Zuric. Va realitzar, a partir de llavors, brillants treballs de recerca sobre els materials antiferromagnètics, al mateix temps que en aquest centre i en altres delegacions de la IBM se seguien realitzant, sempre sota la supervisió del científic suís, importants tasques de recerca en el camp de la nanotecnologia i de la microscòpia electrònica. Finalment, el 1997 va deixar la companyia IBM i es va jubilar de qualsevol activitat investigadora per retirar-se a la seva llar i consagrar-se de ple a la seva família. Va morir per causes naturals el 16 de maig del 2013, a punt de complir els 80 anys.
El microscopi d'efecte túnel: la màquina de Feynman
El 1932, l'altre guanyador del Nobel de física del 1986, Ernst Ruska, havia inventat el primer microscopi electrònic. Era un microscopi també revolucionari que permetia obtenir una resolució 1.000 vegades superior als microscopis òptics però que era insuficient per veure àtoms i partícules subatòmiques. Per poder superar aquest hàndicap, calia treballar amb longituds d'ona molt més reduïdes que les tradicionalment s'atribuïen a l'electró. Rohrer i Binnig van estudiar i aprofitar un efecte lligat a la mecànica quàntica, l'efecte túnel on certs electrons poden travessar barreres d'energia de potencial estretes, en forma de paret, com si es desplacessin a través d'un túnel.
L'efecte túnel: quan la física clàssica no ens és útil
Gràcies a aquest efecte, una partícula quàntica (un electró, per exemple) pot travessar una barrera de potencial d'energia superior a la de la mateixa partícula. És un fenomen nanoscòpic on una partícula viola els principis de la mecànica clàssica en penetrar una barrera o impedància amb un potencial superior a l'energia cinètica de la partícula. El túnel d'electrons s'aconsegueix quan una partícula amb menor energia pot existir en l'altre costat d'una barrera d'energia amb major energia potencial. Els electrons exhibeixen el comportament d'ona i la seva posició és representada per una funció d'ona (probabilitat). La funció d'ona representa una probabilitat finita de trobar un electró en l'altre costat d'una barrera de potencial. Com que l'electró no té prou energia cinètica per superar la barrera potencial, l'única manera en què l'electró pot aparèixer a l'altre costat és fent un túnel a través de la barrera. És a dir, l'electró és capaç de travessar o penetrar en una regió clàssicament prohibida.
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)
La practicitat de l'efecte túnel: el microscopi STM
Aquest efecte és fonamental per al funcionament del microscopi STM o d'efecte túnel, instrument clau en el desenvolupament de la nanotecnologia i en els primers passos que van portar a la manipulació atòmica, fet, per una altra banda que es va aconseguir 10 anys després a les mateixes instal·lacions d'IBM quan Don Eigler i Eric Schweizer van aconseguir escriure el nom de la seva empresa (IBM) manipulant 35 àtoms de xenó en una superfície amb l'ús d'una versió millorada de l'STM.
L'STM és un sofisticat instrument de laboratori constituït per dos elèctrodes entre els quals s'aplica una tensió elèctrica: un d'aquests elèctrodes és una punta conductora mòbil i finíssima, composta de pocs àtoms; l'altre elèctrode està format per la superfície que es desitja analitzar. Aquesta sonda afilada que es mou a prop de la superfície d'un material conductor, com el silici o l'or, permet que les funcions d'ona dels àtoms a la punta se superposin amb les dels àtoms de la superfície conductora analitzada, com si fossin dos núvols superposats d'electrons. Quan apliquem un voltatge a la punta, els electrons comencen a "tunelejar" a través de l'espai buit, fet que genera un corrent des del primer àtom de la punta cap als de la superfície.de la mostra analitzada, sense que ambdós estiguin en contacte. Això va permetre tenir corrents molt més grans i, per tant, resolucions molt més grans, i es van poder arribar a "veure" àtoms. Durant el funcionament del microscopi, el desplaçament de l'elèctrode conformat per la punta mòbil va descrivint una espècie d'escombratge sobre la superfície analitzada, del qual s'obté una trama de línies que acaba conformant la imatge de la forma d'aquesta superfície. La punta es mou escanejant la superficie, estenent-se i retraient-se sobre salts i depressions. Per tant, per primera vegada, va ser possible obtenir i "veure" els àtoms en tres dimensions.
Per a un STM, es considera que una bona resolució és 0,1 nanòmetres (nm) de resolució lateral i 0,01 de resolució de profunditat. Amb aquesta resolució, els àtoms individuals són observats amb certa facilitat i, al seu torn, poden ser manipulats. L'STM pot ser usat en buit ultraalt, en aire, aigua i diversos altres líquids o gasos, i a temperatures que abasten un rang que va des de gairebé zero kelvins fins a uns pocs centenars de graus Celsius.
STM i família: el desenvolupament de les tècniques de sonda propera (SPM)
L'STM, a part de la seva potencialitat per donar una gran informació en la disposició i estructura dels àtoms en una gran varietat de superfícies metàl·liques i semiconductores, va obrir les portes al desenvolupament dels microscopis SPM; cal destacar per sobre de tots el microscopi inventat també a suïssa i IBM per part de Binnig, Christoph Gerber i Calvin Quate, el microscopi de forces atòmiques, que, a part de superfícies conductores, també permetia mesurar superfícies aïllants.
Aquestes tècniques estan dominant la nostra manera d'aproximar-nos a l'estudi de les propietats mecàniques, físiques i químiques de nanopartícules, molècules i tot tipus de sistemes, especialment els biològics, que fins a l'arribada d'aquest tipus de microscopis eren difícils d'analitzar a aquestes petites escales. Però la seva influència s'estén més enllà del camp de la microscòpia, ja que obren la via a noves maneres de manipular àtoms i molècules, i, amb això, de fabricar dispositius a escala nanomètrica i superar el somni de Feynman per convertir així la nanotecnologia en una nova revolució industrial.