Um estudioso das organizações analisa como a pressão para homogeneizar afeta as indústrias – incluindo a sua própria.
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)
Como professor assistente recém-contratado de comportamento organizacional e sociologia na Yale School of Management, Walter (Woody) Powell observou um fenômeno estranho pela janela de seu escritório. Era 1979. Cores e padrões fortes estavam na moda e seus alunos chegavam ao campus vestidos com jeans e cores vivas.
Mas então chegariam recrutadores de empresas de consultoria como Bain, McKinsey e Boston Consulting Group. Powellabrir em uma nova janela veria estudantes vestidos de cores coloridas correrem para os banheiros antes das entrevistas de emprego, emergindo com os trajes discretos de um empresário: camisas brancas, jaquetas azul-marinho, saias lápis.
“Fiquei impressionado com essa transformação”, diz ele. Quando chegou a hora de ingressar em uma organização, esses “espíritos livres” acreditavam que precisavam vestir o uniforme certo para serem levados a sério.
"Powell via estudantes vestidos de cores coloridas correndo para os banheiros antes das entrevistas de emprego, emergindo com trajes discretos de empresário."
Powell e outro jovem membro do corpo docente, Paul DiMaggio, estavam interessados em entender o que causava esse tipo de homogeneização. Das suas pesquisas e discussões com colegas de diversas disciplinas, surgiu uma tese: à medida que um campo começa a emergir e a tomar forma, as pressões dentro e fora das organizações levam-nos a tornarem-se cada vez mais parecidos. Em 1983, publicaram o seu argumento num artigo na American Sociological Review intitulado “The Iron Cage Revisited: Institutional Isomorphism and Collective Rationality in Organizational Fields”. O que começou com algumas observações curiosas tornou-se o artigo mais citado na história da revista e um momento seminal nas áreas de desenvolvimento organizacional e sociologia.
Agora professor de comportamento organizacional (por cortesia) na Stanford Graduate School of Business, que também é afiliado às escolas de educação, engenharia, humanidades e ciências de Stanford, Powell reflete sobre o legado de 40 anos desse artigo. Em um novo artigo, ele e DiMaggio, agora na Universidade de Nova Iorque, revisitam as origens do seu modelo de “gaiola de ferro” e a sua relevância contínua.
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Quando se uniram, Powell e DiMaggio já haviam estudado setores onde organizações outrora diversas e vibrantes haviam se unido e achatado. DiMaggio analisou organizações culturais na Nova Inglaterra. Em meados do século 19, os locais de apresentações locais ofereciam shows populares de menestréis e pratos mais elitistas, como leituras de Shakespeare. No entanto, estes locais padronizaram os seus programas ao longo do tempo, dividindo a cultura de elite e a cultura popular em vias distintas. Powell notou uma mudança semelhante na indústria editorial, onde empresas familiares generalistas começaram a diferenciar-se em casas comerciais, acadêmicas e populares à medida que eram adquiridas por grandes corporações. Ele e DiMaggio estavam curiosos para saber quais fatores ambientais e culturais tornavam essa homogeneização tão comum.
Foi uma abordagem inovadora durante um momento de tranquilidade na sociologia organizacional, quando os estudiosos se concentravam incessantemente na melhor maneira de organizar uma empresa e em quantas pessoas deveriam se reportar a um único chefe. DiMaggio e Powell trouxeram influências do estudo da cultura e de outras disciplinas. O título veio do estudioso e polímata alemão Max Weber, que cunhou o termo “gaiola de ferro” para descrever as limitações do racionalismo e da burocracia; eles combinaram a ideia de Weber com suas observações do mundo real.
Revisitando o seu artigo original, DiMaggio e Powell recordam como a sua investigação sobre organizações sem fins lucrativos mostrou as pressões que levam as organizações a transformarem-se em estruturas semelhantes, um fenômeno que chamaram de “isomorfismo”. Eles descrevem ter visto consultores trabalharem com a WNET de Nova Iorque, a maior estação de televisão pública do país, enquanto esta lutava com enormes cortes orçamentais. A estação dependia de financiamento governamental, que foi reduzido durante a administração Reagan. Isto colocou-o sob o que Powell e DiMaggio chamam de pressão coercitiva – neste caso, pressão para se conformar, de modo a não perturbar os seus críticos em Washington.
A WNET também estava sujeita ao que DiMaggio e Powell chamam de isomorfismo mimético e normativo. À medida que as indústrias começam a profissionalizar-se e os seus funcionários mudam de empresa, as suas estruturas começam a parecer as mesmas. Isto é particularmente verdade em tempos de incerteza, quando as organizações começam a copiar os seus concorrentes.
DiMaggio e Powell chamam a atenção das empresas de consultoria, que exercem o seu próprio tipo de pressões isomórficas à medida que distribuem conselhos. DiMaggio e Powell descrevem essas empresas como Johnny Appleseeds, espalhando “alguns modelos organizacionais por todo o país”. Na WNET, que tinha muitos departamentos pequenos e autônomos, os consultores sugeriram uma reorganização mais de cima para baixo para “fazer com que a sonolenta organização sem fins lucrativos parecesse moderna”. De repente, a estação independente parecia igual a qualquer outra emissora.
Colaboração vs. Isolamento
Na altura em que Powell e DiMaggio escreveram o seu artigo original, a escola de gestão de Yale estava a construir uma reputação invulgar, focada em enviar estudantes para o governo e organizações sem fins lucrativos, além da indústria privada. (Uma piada era que enquanto os MBAs de Harvard sonhavam em dirigir Porsches, os MBAs de Yale sonhavam em dirigir Volvos.) Powell ficou entusiasmado com a atmosfera aberta e colaborativa da escola e sua ênfase em estudos interdisciplinares. “Eu era como uma criança em uma loja de doces”, diz ele. No refeitório de ciências sociais, professores seniores e juniores de administração, economia, ciências políticas e sociologia se misturavam e compartilhavam mesas de almoço.
Desde então, o papel da gaiola de ferro cresceu e ganhou vida própria, diz Powell. Revigorou o campo do comportamento organizacional, gerando interesse em como as redes afetam as empresas e como a movimentação de pessoal e as práticas de contratação mudam um setor. Agora, Powell está interessado no trabalho de professores mais jovens do GSB de Stanford, como Amir Goldberg, que usa análise computacional para examinar a linguagem dos e-mails corporativos e prever se uma nova contratação se encaixará.
Ironicamente, porém, Powell e DiMaggio lamentam agora que a própria estrutura académica se tenha calcificado. “Muitas comunidades académicas são agora como subúrbios, aldeias agradáveis ??e tranquilas que têm a sua própria língua, as suas próprias formas de trabalhar”, escrevem eles em “The Iron Cage Redux”. Os jovens acadêmicos sentem tanta pressão para publicar – e estão tão preocupados em garantir a estabilidade – que a sua investigação se tornou míope. “O trabalho é um tanto restrito e se dirige a um público limitado”, diz Powell.
Ele e DiMaggio também alertam contra o isolamento e a divisão entre disciplinas. “[Precisamos] de avenidas e avenidas que atravessem os subúrbios e contornem os parques”, escrevem eles. Converse com seus colegas, busque influências além do seu departamento, eles insistem. Você não precisa usar o mesmo uniforme que todo mundo.