{ "cells": [ { "cell_type": "markdown", "id": "6a017bc6-02c7-4313-bd81-bd811ef4965e", "metadata": {}, "source": [ "# A few geostatistical concepts\n", "\n", "To attempt to cover geostatistics in any depth in roughly one hour would be impossible. Thus, I plan to introduce a few concepts you may find useful below and we'll see how much we can cover. These may be fairly basic geostatistical examples, but hopefully the provide some general sense of how Python can be used for statistical analyses. The concepts we will cover (briefly) are:\n", "\n", "- Least squares regressions (with and without weighting)\n", "- Linear correlation\n", "- Goodness-of-fit tests\n", "- Monte Carlo inversion" ] }, { "cell_type": "markdown", "id": "0870b458-1902-45d7-b551-40f41f37bd16", "metadata": {}, "source": [ "## Least squares regressions\n", "\n", "Least squares regressions can be used to fit a function to a scattered set of data points on an x-y plot. Typically we are fitting a line to the data, so we will use that example here as well.\n", "\n", "### Unweighted least squares regressions\n", "\n", "We can start with the idea that we want a line that fits a scattered set of x and y points. As you may recall, the equation for a line is\n", "\n", "$$\n", "\\large\n", "y = A + B x.\n", "$$\n", "\n", "Thus, to plot the line we would need to be able to find a slope $B$ and y-intercept $A$. We can find those values from our scatted x and y points using the following:\n", "\n", "$$\n", "\\large\n", "A = \\frac{\\sum{x^{2}} \\sum{y} - \\sum{x} \\sum{xy}}{\\Delta}\n", "$$\n", "\n", "where $x$ is the $i$th data point plotted on the $x$-axis, $y$ is the $i$th data point plotted on the $y$-axis, and $\\Delta$ is defined below.\n", "\n", "The line slope can be found using\n", "\n", "$$\n", "\\large\n", "B = \\frac{N \\sum{xy} - \\sum{x} \\sum {y}}{\\Delta}\n", "$$\n", "\n", "where $N$ is the number of values in the regression.\n", "\n", "And the value of $\\Delta$ is\n", "\n", "$$\n", "\\large\n", "\\Delta = N \\sum{x^{2}} - \\left( \\sum{x} \\right)^{2}\n", "$$\n", "\n", "Let's test this out for a set of x and y points below." ] }, { "cell_type": "code", "execution_count": null, "id": "ba81cbda-f23c-4323-b2fb-0e2fb63424b1", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "id": "33869df2-76fa-4716-9f92-c97d5514c4ea", "metadata": {}, "source": [ "### Weighted least squares regressions\n", "\n", "Let's now imagine a case where the values on the y-axis have some nominal uncertainties $\\sigma$. We can modify our regression to include the uncertainties as weights for the point that are inversely proportional to the uncertainty:\n", "\n", "$$\n", "\\large\n", "w_{i} = 1 / \\sigma_{i}^{2}\n", "$$\n", "\n", "where $i$ is the ith weight for the ith uncertainty.\n", "\n", "We can thus modify our slope and intercept calculations above as follows:\n", "\n", "$$\n", "\\large\n", "A_{\\mathrm{w}} = \\frac{\\sum{wx^{2}} \\sum{wy} - \\sum{wx} \\sum{wxy}}{\\Delta_{\\mathrm{w}}},\n", "$$\n", "\n", "$$\n", "\\large\n", "B_{\\mathrm{w}} = \\frac{\\sum{w} \\sum{wxy} - \\sum{wx} \\sum {wy}}{\\Delta_{\\mathrm{w}}},\n", "$$\n", "\n", "and \n", "\n", "$$\n", "\\large\n", "\\Delta_{\\mathrm{w}} = \\sum{w} \\sum{wx^{2}} - \\left( \\sum{wx} \\right)^{2}.\n", "$$\n", "\n", "Let's consider another example below." ] }, { "cell_type": "code", "execution_count": null, "id": "a4a6a807-969c-431d-94ce-a37bf6a3551c", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "id": "d3a5a3bd-bcc2-4c47-bfce-7a81f57c8993", "metadata": {}, "source": [ "### More information\n", "\n", "Additional introductory information about least-squares regressions can be found on the [Introduction to Quantitative Geology course page](https://introqg-site.readthedocs.io/en/latest/notebooks/L2/least-squares.html)." ] }, { "cell_type": "markdown", "id": "715202a1-2103-4f6a-917e-c98af4baf102", "metadata": {}, "source": [ "## Linear correlation\n", "\n", "The linear correlation coefficient $r$ measures how well a given set of points fit to a line, with values ranging from 1 for a perfect positive correlation to -1 for a perfect negative correlation. For a given set of x and y points, $r$ can be calculated as follows:\n", "\n", "$$\n", "\\large\n", "r = \\frac{\\sum{\\left(x_{i} - \\bar{x} \\right)\\left(y_{i} - \\bar{y} \\right)}}{\\sqrt{\\sum{\\left(x_{i} - \\bar{x} \\right)^2} \\sum{\\left(y_{i} - \\bar{y} \\right)^2}}},\n", "$$\n", "\n", "where $\\bar{x}$ and $\\bar{y}$ are the means of the values on the x and y axes, respectively." ] }, { "cell_type": "code", "execution_count": null, "id": "8e47bee8-1af9-4afb-bf19-d674d221055d", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "id": "f147b6b3-5fe7-4d90-910c-4336d063b6af", "metadata": {}, "source": [ "## Goodness-of-fit tests\n", "\n", "Goodness-of-fit tests provide a way to quantify how well predictions fit a given set of observations that have known uncertainties. One common measure is the *weighted sum of the squared errors*, also often refered to simply as chi squared:\n", "\n", "$$\n", "\\large\n", "\\chi^{2} = \\sum \\frac{(O_{i} - E_{i})^{2}}{\\sigma_{i}^{2}}\n", "$$\n", "\n", "where $O_{i}$ is the $i$th observed value, $E_{i}$ is the $i$th expected value, and $\\sigma_{i}$ is the $i$th standard deviation. For a given observation $i$, this equation will be less than 1 if the prediction falls within the uncertainties of the measurement or greater than 1 otherwise. This is fine, but it can then be confusing when the values are summed. Another option involves dividing by the number of values used in the calculation, as shown below.\n", "\n", "$$\n", "\\large\n", "\\chi^{2} = \\frac{1}{N} \\sum \\frac{(O_{i} - E_{i})^{2}}{\\sigma_{i}^{2}}\n", "$$\n", "\n", "where $N$ is the number of values in the summation. This results in a $\\chi^{2}$ value that should be less than 1 if the predictions are within the uncertainties *on average*, and greater than 1 otherwise." ] }, { "cell_type": "code", "execution_count": null, "id": "e6e9fd35-d1aa-4634-b514-af6826b473fe", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "id": "2512d287-32ac-48fb-9740-0893d28e4a22", "metadata": {}, "source": [ "## Monte Carlo inversions\n", "\n", "### An example from thermal modelling\n", "\n", "Consider the 1D heat transfer equation for steady-state heat conduction with radiogenic heat production:\n", "\n", "$$\n", "\\begin{equation}\n", " T(x) = \\frac{x T_{L}}{L} + \\frac{h_{\\mathrm{r}}^{2} H}{k} \\left( \\left( 1 - \\exp{(-x / h_{\\mathrm{r}})}\\right) - \\left( 1 - \\exp{(-L / h_{\\mathrm{r}})}\\right) \\frac{x}{L} \\right)\n", "\\end{equation}\n", "$$\n", "\n", "where $T$ is temperature (°C), $x$ is depth (m), $T_{L}$ is the temperature at the base of the model (°C), $L$ is the model thickness (m), $H$ is the radiogenic heat production at the surface in (W/m$^{3}$), $h_{\\mathrm{r}}$ is the depth at which the concentration of heat producing elements decreases by $1/e$ (m), and $k$ is the thermal conductivity in (W/m K).\n", "\n", "If we have a study region where we would like to apply this model and we know the surface heat flow is 70±5 mW/m$^{2}$ and the crustal thickness is 35 km, then we could utilize a Monte Carlo inversion approach to \n", "\n", "| Parameter | Minimum | Maximum |\n", "|:---------------------|:-------:|:-------:|\n", "| Basal temperature | 500 | 750 |\n", "| Heat production | 1.5 | 3.0 |\n", "| Characteristic depth | 10.0 | 35.0 |\n", "| Thermal conductivity | 2.0 | 3.0 |" ] }, { "cell_type": "code", "execution_count": 1, "id": "0814210a-cdd4-4f9a-aa3a-70918b7b3911", "metadata": {}, "outputs": [], "source": [ "# Import the libraries we need\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "\n", "\n", "def rand_value(min_val, max_val):\n", " \"\"\"Returns a random floating-point number between min_val and max_val\"\"\"\n", " number = (max_val - min_val) * np.random.rand() + min_val\n", " return number\n", "\n", "def calculate_temperature(x, TL, H, hr, k):\n", " \"\"\"Calculates a steady-state geotherm with heat production\"\"\"\n", " temperature = (x * TL) / x.max() + (hr**2 * H) / k * ((1 - np.exp(-x / hr)) - (1 - np.exp(-x.max() / hr)) * x / x.max())\n", " return temperature\n", "\n", "def calculate_heat_flow(T, x, k, mantle_heat_flux=20.0):\n", " \"\"\"Calculates surface heat flow from a geotherm\"\"\"\n", " mantle_heat_flux = mantle_heat_flux / 1000.0\n", " heat_flow = (T[1] - T[0]) / (x[1] - x[0]) * k + mantle_heat_flux\n", " return heat_flow\n", "\n", "def make_scatter_plot(parameter1, parameter2, p1_min, p1_max, p2_min, p2_max, colors, cmap=\"plasma\"):\n", " \"\"\"Creates a scatter plot of two Monte Carlo model parameters\"\"\"\n", " # Create figure and axes\n", " fig, ax = plt.subplots(1, 1, figsize=(12, 8))\n", " \n", " # Create scatter plot\n", " im = ax.scatter(x=parameter1, y=parameter2, c=colors, cmap=cmap)\n", " \n", " # Set axis limits\n", " ax.set_xlim(p1_min, p1_max)\n", " ax.set_ylim(p2_min, p2_max)\n", "\n", " # Enable colorbar\n", " # NOTE: You can use LaTeX math formatting by enclosing text in dollar signs\n", " # I used it for superscript text here\n", " fig.colorbar(im, ax=ax, label=\"Heat flux (mW m$^{-2}$)\")\n", " \n", " return fig, ax" ] }, { "cell_type": "code", "execution_count": 2, "id": "89ceb133-8363-4fc1-a94f-1cda2b1c7780", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Number of models fitting the data: 7008 (7.008 %)\n" ] } ], "source": [ "# Define model geometry\n", "L = 35000.0\n", "x = np.linspace(0.0, L, 101)\n", "\n", "# Configure Monte Carlo model below\n", "# 10000 iterations is plenty for this kind of problem, but because a small percentage of the\n", "# models fit the heat flow range, I opted for a larger number of iterations to fill in the\n", "# plot a bit more\n", "mc_iters = 100000\n", "\n", "# Define measured heat flow\n", "known_heat_flow = 70.0\n", "heat_flow_uncertainty = 5.0\n", "\n", "# Define parameter ranges\n", "TL_min = 500.0\n", "TL_max = 750.0\n", "H_min = 1.5\n", "H_max = 3.0\n", "hr_min = 10000.0\n", "hr_max = 35000.0\n", "k_min = 2.0\n", "k_max = 3.0\n", "\n", "# Create lists for \"good\" parameters\n", "TL_good = []\n", "H_good = []\n", "hr_good = []\n", "k_good = []\n", "hf_good = []\n", "\n", "# Create MC sampler and comparison code\n", "for i in range(mc_iters):\n", " TL = rand_value(TL_min, TL_max)\n", " H = rand_value(H_min, H_max) * 1e-6\n", " hr = rand_value(hr_min, hr_max)\n", " k = rand_value(k_min, k_max)\n", " \n", " # Calculate tempertures in the crust\n", " T = calculate_temperature(x, TL, H, hr, k)\n", " \n", " # Calculate heat flow\n", " heat_flow = calculate_heat_flow(T, x, k)\n", " \n", " # Check if we're in the heat flow range!\n", " if known_heat_flow - heat_flow_uncertainty <= heat_flow * 1000.0 <= known_heat_flow + heat_flow_uncertainty:\n", " TL_good.append(TL)\n", " H_good.append(H * 1e6)\n", " hr_good.append(hr)\n", " k_good.append(k)\n", " hf_good.append(heat_flow * 1000.0)\n", "\n", "print(f\"Number of models fitting the data: {len(hf_good)} ({len(hf_good) / mc_iters * 100.0} %)\")" ] }, { "cell_type": "code", "execution_count": 3, "id": "8eb5c9f2-3111-4873-94dd-4148d73f004e", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "Text(0, 0.5, 'Characteristic depth (m)')" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "# Plot results here\n", "# NOTE: The figure and axes are created in this function, but returned so we can still\n", "# modify the plot after calling the function. This is handy because we might not know\n", "# the axis labels when using the function.\n", "fig, ax = make_scatter_plot(H_good, hr_good, H_min, H_max, hr_min, hr_max, hf_good)\n", "\n", "# Add axis labels\n", "# NOTE: Again, I used LaTeX math formatting by enclosing text in dollar signs\n", "# I used it for the greek letter mu and superscript text here\n", "ax.set_xlabel(\"Surface heat production ($\\mu$W m$^{-3}$)\")\n", "ax.set_ylabel(\"Characteristic depth (m)\")" ] }, { "cell_type": "markdown", "id": "bc400549-2965-426c-9ec3-1cbc6a183b65", "metadata": {}, "source": [ "## A concluding remark\n", "\n", "There is more we could do at this point to further analyze the output to try to derive ranges of parameters that provide a suitable fit to the data, including calculating uncertainty bounds for the input parameters. The key point here is that with out model design, we can explore within a pre-defined range of parameters to be able to see which input values do or do not provide a heat flux that fits the data. Here, it is clear that if the heat production contributes too much (because of a high value or deep depth for the exponential decay), then the heat flow is too high and we cannot fit the heat flow bounds." ] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.10" } }, "nbformat": 4, "nbformat_minor": 5 }