ME 220
Lesson 3: The Design Process
Steps of the Design Process include:
Reframing: Reevaluate the problem.
Conceptual Design: Define and outline ideas.
Production: Implement and produce the design.
Adoption: Tailor the process to the end goal or result.
Stakeholder Involvement
Stakeholders: Individuals or groups invested in the project's success.
Includes:
Military Entities: Montever, Department of Defense (DoD), allies, etc.
Investors and Taxpayers: Concerned about funding and outputs.
End Users: such as pilots and maintenance crews who directly use the product.
Gathering Requirements
Methods to gather requirements include:
Surveys/Interviews: Collect broad and specific data from stakeholders.
Focus Groups: Combine inputs from multiple stakeholders.
Observation Studies: Directly observe processes to gather insights.
Product Benchmarking: Compare against existing systems to identify improvements.
Environmental Considerations
Acknowledge global issues and lifecycle impacts in design thinking.
Conceptual Design and Ideation
Moving from conceptual design to preliminary design involves:
Divergent Thinking: Generating many ideas without judgment.
Strategies include:
Brainstorming: Collective idea generation.
Functional Decomposition: Break down the problem into smaller tasks.
Morphological Matrix: Combine different functions and ideas to create solutions.
6-3-5 Brainwriting:
6 participants write 3 ideas, rotating to critique and build upon them.
Design Aspects
Focus on both functional requirements and negotiable aspects.
Mini Design Project Example
Example calculation given in the project, but details are unclear.
Note: Requires contextual understanding for full comprehension.
Additional Notable Concepts
Tensile and Compressive Forces: Important in structural design, understanding how materials behave under stress.
Summary of Materials Behavior
Rigid structures: Like beams or tools require detailed stress analysis to ensure safety under operational loads.
Axial and Shear Forces:
Calculations for internal forces crucial for ensuring structural integrity.
Under taus of complex stresses, F = ma (Newton's second law).