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modelagem do perfil de um sistema cvc na laminação de tiras

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27<br />

5.4.1 Interface <strong>de</strong> entrada <strong>do</strong>s da<strong>do</strong>s<br />

A Figura 14 mostra a interface <strong>de</strong> entrada <strong>de</strong> da<strong>do</strong>s <strong>do</strong> mo<strong>de</strong>lo <strong>de</strong> Emicke-<br />

Lucas.<br />

Figura 14 - Interface <strong>de</strong> entrada <strong>de</strong> da<strong>do</strong>s <strong>do</strong> mo<strong>de</strong>lo<br />

5.5 Da<strong>do</strong>s <strong>de</strong> saída<br />

O mo<strong>de</strong>lo <strong>de</strong> Emicke-Lucas fornece o valor da flecha mecânica em<br />

<strong>de</strong>termi<strong>na</strong><strong>do</strong>s pontos <strong>do</strong> cilindro, que são mostra<strong>do</strong>s <strong>na</strong> figura 15. Assim, saben<strong>do</strong> que<br />

o <strong>perfil</strong> <strong>de</strong> <strong>de</strong>formação ass<strong>um</strong>i<strong>do</strong> pelo mo<strong>de</strong>lo é o parabólico, po<strong>de</strong>mos utilizar as duas<br />

<strong>de</strong>formações fornecidas para <strong>de</strong>termi<strong>na</strong>r o <strong>perfil</strong> resultante.<br />

Figura 15 - Pontos <strong>de</strong> <strong>de</strong>formação <strong>de</strong>termi<strong>na</strong><strong>do</strong>s pelo mo<strong>de</strong>lo

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