Manufacturing Quality Engineer
Provide leadership and technical expertise to identify, resolve and eliminate quality issues and problems within assigned manufacturing departments.
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)
The Role -
Amphenol Aerospace Operations is seeking a Manufacturing Quality Engineer to work out of its state-of-the-art facility in Sidney, NY.
The key responsibilities of the Manufacturing Quality Engineer position include, but are not limited to:
- Analyze and discuss quality concerns with assigned manufacturing departments
- Identify, prioritize, and address all significant and repetitious quality problems
- Initiate and verify the effectiveness of formal Corrective Actions
- Maintain thorough knowledge of ISO-9001, AS-9100, and Amphenol's Quality manual, and subordinate procedures
- Enforce quality policies
- Maintain working knowledge of products and associated processes
- Conduct Quality Audits when appropriate and when assigned
- Develop and maintain constructive professional relationships with employees and customers
- Take prudent actions to achieve Continuous Improvement in reducing Cost of Non-Quality and Customer Returns
- Investigate and disposition Customer Returns involving product from your area of responsibility
Salary - $61,500 - $85,000
Location -
- Sidney, NY
- 30 Minute Drive from Binghamton, NY
- 20 Minute Drive from Oneonta, NY
The Person -
The key skills and qualities of a Manufacturing Quality Engineer at Amphenol Aerospace Operations:
- Bachelor's degree in Mechanical or Industrial Engineering
- Knowledge of statistical methods, computer fluency, and interpersonal skills
- Preferred to have some applicable experience in an industrial/manufacturing environment
- Work extensively with Amphenol's computer system, both AS400 mainframe and the local PC network
- Utilize Microsoft Excel, PowerPoint, Word, and Data4 software
- Occasionally travel to customers to resolve or explain prevention of cited quality issues
- Ability to freely travel throughout a manufacturing floor environment
- Some lifting and carrying of small loads may be required
- Be able to work in a fast paced environment
The Company -
With manufacturing sites in Sidney, NY, Mesa, AZ, Nogales, MX, and a Design Center in Pasadena, CA, Amphenol Aerospace Operations has been a leader in designing and manufacturing electrical components for the aviation and commercial airplane industry for over 95 years.
Focusing on serving the needs of advanced and challenging market segments, we pride ourselves on our consistent ability to innovate and provide the markets with new creative solutions.
Working at Amphenol means you are recognized and valued for your contributions because we believe that our human capital is the most valuable asset we have. We support and encourage career development for all employees and have ample opportunities for advancement.
We pride ourselves for being customer-centric, accountable, reliable, and enthusiastic in all that we do. These values are ingrained in each of us and contribute to a culture of teamwork and meaningful work.
Amphenol offers a competitive wage and benefits. The candidate must be able to legally work in the United States; we are unable to provide sponsorship. Position requires candidate to be a U.S. person as defined in ITAR, 22 CFR 120.15 (U.S. Citizenship or Resident Alien Status) and defined by 8 U.S.C. 1101(a) (20).
Amphenol is a proud Equal Opportunity/Affirmative Action Employer. All qualified applicants will receive consideration for employment without regard to race, color, religion, marital status, sex, sexual orientation, gender identity or expression, national origin, age, protected veteran status or disability status. We aim to create an inclusive working environment where all employees are respected and treated equally.
Amphenol – Making History, Designing the Future
Amphenol Aerospace complies with the laws and regulations set forth in the following EEO poster Equal Employment Opportunity is the Law