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Van Der Hoek, W, Das Voraussagfu des Dynamichen Verhaltens bei Kurvenge Trieben, Vdi Ausschub Getriebetchnik, Goslar, February 1966 von Karman, T, and Biot, MA, Mathematical Methods in Engineering, rst edition, McGraw-Hill, New York, 1940 Wiederrich, JL, Design of Cam Pro les for Systems with High Inertial Loadings, PhD thesis, Stanford University, 1973

and capture the customer s signature on an electronic form that looks, on screen, exactly like the paper version Agents can send electronic versions of documents, such as beneficiary changes, to Nashville via modem The system checks the forms for completeness and errors, and if they pass, the electronic document gets automatically posted to a database AGLA does not keep a paper copy, just the signed electronic original; however, one printed copy is mailed to the customer The system has allowed AGLA to reduce the time, and consequently the cost, it takes to issue or amend a policy The error rate in electronically captured applications and forms is reportedly low, and processing time and cost have been cut In addition, the streamlined process boosts customer satisfaction Some lessons learned from the electronic signature example: People are used to providing a signature for documents and the use of an electronic signature is a very natural extension of that process Companies are also used to requiring signatures so, again, the use of an electronic signature is a very natural extension of that policy Both parties thus find it easy and nonthreatening to accept electronic signatures on electronic documents 15 explains how the US legal system accommodates the use of this kind of biometric-based electronic signature Other insurance and financial companies have also fielded the technology

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133 VIBRATION MINIMIZATION 406 1331 Introduction to Vibration Minimization 406 134 DYNAMIC SYNTHESIS OF CAMS USING FINITE TRIGONOMETRIC SERIES 407 1341 Introduction 407 1342 Symbols 408 1343 Tuned Cam Design 408 1344 Cam Design Based on Mean Squared Error Minimization 413 1345 Conclusions 416 135 APPLICATION OF OPTIMAL CONTROL THEORY TO THE SYNTHESIS OF CAM-FOLLOWER SYSTEMS 416 1351 Introduction 416 1352 Symbols 416 1353 Description of Dynamic Model 417 1354 Development of an Optimality Criterion-1: Output Criterion 418 13541 Minimization of Rate of Change of Effective Follower-Spring Force 418 13542 Relative Vibration and Relative Vibrational Energy 419 13543 Problem Formulation Based on the Output Criterion 419 1355 Development of an Optimality Criterion-2: Cam Criterion 419 13551 General 419 13552 Contact Stress at Cam-Follower Interface 419 1356 Formulation of Optimization Problem

If your team doesn t support your efforts, it will be nearly impossible to succeed, because you ll have a hard time consolidating your extra work on the new process with your regular work. You should strive to have your team be part of the new process, or at least not stop it. Talk to your team members about the changes. Getting their support one by one is sometimes a good way to start, but talking to them as a group about your efforts and answering their hard questions can

1359 Optimization of Tuned DwellRise-Return-Dwell Cams 425 13591 General 425 13592 Formulation of Two-Point Boundary-Value Problem 425 13510 Conclusions 427 136 USE OF THE CONVOLUTION OPERATOR TO REDUCE RESIDUAL VIBRATIONS

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1361 Introduction 427 1362 Symbols 427 1363 Basic Theory 428 1364 Fixed Convolution 430 1365 Constant Velocity Convolution 431 1366 Conclusion 434 137 POLYDYNE CAMS 434 1371 Introduction 434 1372 Fundamental Relationships 435 1373 Ramp Height, ra 437 1374 Spring Ratio Constant, kr 437 1375 Dynamic Constant, c 438 1376 Equivalent Weight, w 438 1377 Application of Polynomials for Cam Curves 439 1378 Example Using the 3-4-5 Polynomial End Mass Movement 440 1379 4-5-6-7 and 5-6-7-8-9 Polynomials

also prove valuable. Whatever you do, don t take the team s support for granted. Make sure you know what you re getting into; these are the people you have to work with on a daily basis. Regardless of how you proceed, you re going to be asked some tough questions about unit testing. The following questions and answers will help prepare you for your discussions with people who can make or break your agenda for change.

1358 Optimization of Tuned DwellRise-Dwell Cams 421 13581 Formulation of Two-Point Boundary-Value Problems 421 13582 Solution of the Two-Point Boundary-Value Problem 422 13583 Minimization of Output Vibrations 423 13584 Minimization of Hertzian Cam Contact Stress 424

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