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Aug 2023 – May 2024Binghamton University

Electrospinning & Microtube-Embedded Hydrogel

Design-of-experiments work on polymer microfiber fabrication — mapping voltage, distance, and solution parameters to fiber diameter, then building a predictive model.

  • Minitab
  • Python
  • Electrospinning
  • Design of Experiments
  • Predictive modeling
  • Statistical analysis

Architecture

Undergraduate research at Binghamton University — experimental design, fabrication, and statistical modeling for medical applications.

Architecture — abstract

  1. L6Fabrication

    Electrospinning parameter runs

    • settings· Process
    • samples· Measurement
  2. L5Measurement

    Fiber diameter characterization

    • samples· Fabrication
    • dataset· Statistics
  3. L4Statistics

    Minitab DOE analysis

    • dataset· Measurement
    • effects· Model
  4. L3Model

    Python predictive model

    • effects· Statistics
    • predictions· Validation
  5. L2Validation

    Held-out verification & tuning

    • predictions· Model
    • parameters· Process
  6. L1Process

    Optimized fabrication window

    • parameters· Validation
    • settings· Fabrication

Closed loop: model outputs inform the next fabrication run.

Problem

Electrospun fiber diameter drives everything downstream in microtube-embedded hydrogel fabrication, but the process is sensitive to a web of interacting parameters — applied voltage, collection distance, flow behavior — that don't respond linearly. Trial-and-error parameter sweeps waste material and don't generalize. The process needed to be characterized systematically and captured in a model that could predict outcomes before running new experiments.

Approach

Structure the fabrication problem as a designed experiment. Collect data across controlled variations of the key parameters — distance, voltage, and their interactions — with measured fiber diameters as the response. Analyze the results in Minitab for statistical significance and effect sizes, then carry the relationships into Python for predictive modeling: regression on the process parameters, validation against held-out observations, and iteration until the model's predictions are trustworthy enough to guide fabrication decisions rather than follow them.

Results

  • Experimental dataset mapping fabrication parameters to fiber diameter
  • Statistically characterized effects of voltage, distance, and interactions
  • Predictive model for fiber diameter from process parameters
  • Process window optimized for the target microtube-embedded hydrogel application

Lessons learned

  • Interactions matter more than main effects — voltage and distance didn't behave independently.
  • A clean dataset beats a clever model; discipline in collection paid off in analysis.
  • Statistics is an engineering tool: Minitab for significance, Python for prediction, each where it fits.
  • Physical processes reward patience — optimization was iterative, not a single sweep.