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adowling2
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adowling2
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Nice contribution. See minor comments below.
| "\n", | ||
| "\n", | ||
| "Characteristics of the filter are as follows:<br>\n", | ||
| "$A = 0.28 m^2$, $C = 1920 kg/m^3$, $𝜇 = 2.9ᐧ10^{-3} kg/mᐧs$, $𝛼 = 4 m/kg$ \n", |
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Units should not be italics, use \text{m} or
| "where $V_{0}$ and $K$, the Ruth coefficient, are defined as:<br><br>\n", | ||
| "$V_{0} = \\frac{r_{m}}{𝛼C}A$ and $K = (\\frac{2A^{2}}{𝛼C𝜇})Δpg_{c}$ <br>\n", | ||
| "\n", | ||
| "<b> Record your answer using pencil and paper. </b>\n", |
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Remove the and instead replace with ** **
| }, | ||
| "source": [ | ||
| "Now we will use this linearized form to calculate our new data table.\n", | ||
| "<br>\n", |
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Remove the
in this text block
| "\n", | ||
| "### BEGIN SOLUTION\n", | ||
| "#Define pressure drop formula in canonical form\n", | ||
| "def Dnonlinear_function(x):\n", |
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Do not capitalize function names in Python by convention. Change this to d_nonlinear_function and nonlinear_function
| "id": "iJwZu0jXIaue" | ||
| }, | ||
| "source": [ | ||
| "#5. Discussion Questions\n", |
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Please provide answers to the discussion questions.
| "\n", | ||
| "2. Can we define the Ruth equation without understanding the mathematical relationship between the variables?\n", | ||
| "\n", | ||
| "3. Why is the plot useful for understanding the relationship between the data? How does the plot help us determine the filter medium resistance?\n", |
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This discussion question refers to a plot, which I do not see in the notebook.
| "\n", | ||
| "Lets say we wanted to reduce the pressure drop in the system by changing the flow rate of the filtrate. Inuitively, we can predict that an increase in velocity of the filtrate across the filter will increase the pressure drop - but by how much?\n", | ||
| "\n", | ||
| "Use the original dataset and modulate it in such a way that the pressure drop decreases when the rest of the analysis is performed.\n", |
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Make this a subsection, e.g., Optimization via Sentisitivty Analysis
| "source": [ | ||
| "#4. Pressure Drop Optimization\n", | ||
| "\n", | ||
| "Lets say we wanted to reduce the pressure drop in the system by changing the flow rate of the filtrate. Inuitively, we can predict that an increase in velocity of the filtrate across the filter will increase the pressure drop - but by how much?\n", |
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Add a sentence explaining this notebook will compare three optimization approaches.
Completed the edits that the comments requested.
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This is Part 1 for the semester project