Jennie D'Ambroise

 Jennie D'Ambroise

Jennie D'Ambroise

  • Courses5
  • Reviews5
Oct 28, 2019
N/A
Textbook used: Yes
Would take again: Yes
For Credit: Yes

0
0


Mandatory



Difficulty
Clarity
Helpfulness

Awesome

Professor D'Ambroise can be an amazing teacher, if you're willing to do the work. A lot of work will be happening in her class but you will understand and learn more. Do not cut classes and always do the note sheets. In addition, she's really helpful if you're trying. Always remember that you actually have to try. I love her and I will take her class again.

Biography

SUNY Old Westbury - Mathematics


Resume

  • 2003

    Doctor of Philosophy (PhD)

    Mathematics

    University of Massachusetts

    Amherst

  • 1998

    Bachelor of Science (BSc)

    Mathematics

    University of Massachusetts

    Amherst

    Grants & Proposals Completion

    SUNY Center for Professional Development

  • Research

    Matlab

    LaTeX

    Numerical Analysis

    Microsoft Office

    Physics

    Mathematica

    University Teaching

    Mathematics

    Scientific Computing

    Mathematical Modeling

    Higher Education

    Teaching

    Public Speaking

    Applied Mathematics

    Partial Differential Equations

    \"A Model of Charge Transport in a Dye-Sensiztized Solar Cell\"

    Renewable energy sources continue to play a crucial role in the conversation about global warming and alternate energy sources. Solar cells are widely recognized as a promising energy source

    and photovoltaic solar cells (PV) are the most commonly used type of solar cell. However

    dye-sensitized solar cells (DSSC) can be produced at a lower cost and have several other attributes that make them a favorable alternative to simple PV solar cells. This paper will discuss the physics behind PV and DSSC as well as the differential equations which describe the movement of charge carrier concentration called transport equations. These transport equations for a DSSC form a system of ODEs

    which we reduce to one equation by making linear approximations of two of the species concentrations. Newton’s Shooting Method and Runge-Kutta are used in order to numerically solve these transport equations.

    Matthew Deady

    D'Ambroise

    Jennie

    University of Minnesota Morris

    Bard College

    University of Massachusetts

    SUNY College at Old Westbury

    Amherst College

    Bard College

    Assistant Professor

    Assistant Professor of Mathematics

    SUNY College at Old Westbury

    Amherst College

    Amherst

    MA

    Visiting Assistant Professor of Mathematics

    University of Minnesota Morris

    Graduate Student/Lecturer

    University of Massachusetts

Possible Matching Profiles

The following profiles may or may not be the same professor:

online

MA 2080

1(1)

PRECALC 209

3(1)