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+10.000,-0.004 +10.000,0.000 diff --git a/l_22.png b/l_22.png new file mode 100644 index 0000000..453f7f6 Binary files /dev/null and b/l_22.png differ diff --git a/lab2_part1.py b/lab2_part1.py new file mode 100644 index 0000000..4c0c4e6 --- /dev/null +++ b/lab2_part1.py @@ -0,0 +1,62 @@ +import pandas as pd +import matplotlib.pyplot as plt +import seaborn as sns + +sns.set_theme(style="whitegrid", palette="muted") + +# File paths for golf ball data +golf_file_paths = { + "11 inches": "golf_11.csv", + "12 inches": "golf_12.csv", + "13 inches": "golf_13.csv", + "14 inches": "golf_14.csv", + "15 inches": "golf_15.csv" +} + +# File paths for lacrosse ball data +lacrosse_file_paths = { + "18 inches": "l_18.csv", + "19 inches": "l_19.csv", + "20 inches": "l_20.csv", + "21 inches": "l_21.csv", + "22 inches": "l_22.csv" +} + +# File paths for metal ball data +metal_file_paths = { + "2 inches": "metal_2.csv", + "4 inches": "metal_4.csv", + "6 inches": "metal_6.csv", + "8 inches": "metal_8.csv", + "10 inches": "metal_10.csv" +} + +def plot_position_vs_time(file_paths, ball_type): + for label, path in file_paths.items(): + # Read CSV with no header, assuming columns: Time, Position + df = pd.read_csv(path, header=None, names=["Time", "Position"]) + + fig, ax = plt.subplots(figsize=(10, 6)) + + ax.plot(df["Time"], df["Position"], label=label, marker='o', markersize=3, linewidth=2) + + ax.set_xlabel("Time (seconds)", fontsize=14) + ax.set_ylabel("Position (inches)", fontsize=14) + ax.set_title(f"{ball_type} - Position vs. Time\nInitial Height: {label}", fontsize=16, pad=15) + + ax.grid(True, which='both', linestyle='--', linewidth=0.5, alpha=0.7) + + ax.legend(fontsize=12) + + plt.tight_layout() + plt.show() + #plt.savefig() + +# Plot golf ball data +plot_position_vs_time(golf_file_paths, "Golf Ball") + +# Plot lacrosse ball data +plot_position_vs_time(lacrosse_file_paths, "Lacrosse Ball") + +# Plot metal ball data +plot_position_vs_time(metal_file_paths, "Metal Ball") \ No newline at end of file diff --git a/lab2_part2.py b/lab2_part2.py new file mode 100644 index 0000000..d1f60dd --- /dev/null +++ b/lab2_part2.py @@ -0,0 +1,408 @@ +import pandas as pd +import numpy as np +import matplotlib.pyplot as plt +import seaborn as sns +from scipy.signal import find_peaks + +sns.set_theme(style="whitegrid", palette="muted") + +def read_trial(path): + """ + Reads a CSV file containing time and position data (with no header) + and returns a DataFrame with columns 'Time' and 'Position'. + """ + return pd.read_csv(path, header=None, names=['Time', 'Position']) + + +def detect_bounces(df, + prominence=0, + min_distance=10, + min_time_diff=0.2, + max_bounces=7, + fs=None): + """ + Detects bounce events by locating peaks in the signal. + + Parameters: + - df: DataFrame with 'Time' and 'Position' + - prominence: required prominence for peaks (in the signal) + - min_distance: minimum number of data points between peaks + - min_time_diff: minimum time difference (seconds) between bounces + - max_bounces: maximum bounces to report + - fs: override sampling frequency (Hz). If None, computed from 'Time'. + + Returns: + - peak_indices (array of indices), + - bounce_heights (array of position values at these bounces), + - bounce_times (array of times of these bounces), + - signal_data (the data used for detection, here the raw Position values) + """ + if fs is None: + dt = np.median(np.diff(df['Time'])) + if dt <= 0: + raise ValueError( + "Time differences are non-positive. " + "Ensure your 'Time' column is in seconds." + ) + fs = 1 / dt + + signal_data = df['Position'].values + + peaks, _ = find_peaks(signal_data, prominence=prominence, distance=min_distance) + + filtered_peaks = [] + filtered_times = [] + group_start_time = None + group_best_idx = None + group_best_value = None + + for idx in peaks: + current_time = df['Time'].iloc[idx] + current_value = signal_data[idx] + + if group_start_time is None: + group_start_time = current_time + group_best_idx = idx + group_best_value = current_value + continue + + if (current_time - group_start_time) < min_time_diff: + if current_value > group_best_value: + group_best_idx = idx + group_best_value = current_value + else: + filtered_peaks.append(group_best_idx) + filtered_times.append(df['Time'].iloc[group_best_idx]) + + group_start_time = current_time + group_best_idx = idx + group_best_value = current_value + + if group_best_idx is not None: + filtered_peaks.append(group_best_idx) + filtered_times.append(df['Time'].iloc[group_best_idx]) + + filtered_peaks = filtered_peaks[:max_bounces] + filtered_times = filtered_times[:max_bounces] + + bounce_heights = df['Position'].iloc[filtered_peaks].values + bounce_times = np.array(filtered_times) + + return np.array(filtered_peaks), bounce_heights, bounce_times, signal_data + + +def compute_cor(bounce_heights): + """ + Computes the Coefficient of Restitution (COR) for consecutive bounces: + e = sqrt( h_{n+1} / h_n ) + + Returns an array of COR values. + """ + cor_values = [] + for i in range(len(bounce_heights) - 1): + if bounce_heights[i] > 0: + cor_values.append(np.sqrt(bounce_heights[i+1] / bounce_heights[i])) + else: + cor_values.append(np.nan) + return np.array(cor_values) + + +def process_trial(path, + prominence, + min_distance=10, + min_time_diff=0.2, + max_bounces=7, + fs=None): + """ + Reads trial data, detects bounces, computes COR values, and returns: + - df (the DataFrame) + - peak_indices + - bounce_heights + - bounce_times + - cor_values + - avg_cor + - signal_data + """ + df = read_trial(path) + peak_indices, bounce_heights, bounce_times, signal_data = detect_bounces( + df, prominence, min_distance, min_time_diff, max_bounces, fs + ) + cor_values = compute_cor(bounce_heights) + avg_cor = np.mean(cor_values) if cor_values.size > 0 else np.nan + + return df, peak_indices, bounce_heights, bounce_times, cor_values, avg_cor, signal_data + + +def plot_trial(df, peak_indices, signal_data, label, ball_type, + initial_height=None, cor=None, bounces=7, dt=0.001, g=386.09): + """ + Plots raw data (Position vs. Time) for a single trial and marks the detected bounces with red 'x'. + Ensures: + - Displays exactly 7 bounces. + - X-axis starts just before the first data point and ends slightly after the last peak or data point. + - Y-axis is a tight fit to cover the full range of data. + """ + plt.figure(figsize=(10, 6)) + + # 1) Plot raw signal + plt.plot(df['Time'], df['Position'], linewidth=1.5, color='blue', label='Raw Data') + + # 2) Mark the detected bounces + if len(peak_indices) > 0: + plt.plot( + df['Time'].iloc[peak_indices], + df['Position'].iloc[peak_indices], + 'gx', + markersize=10, + label='Detected Bounces' + ) + + # 3) Simulated Idealized Bounce Trajectory (Ensuring Exactly 7 Bounces) + if initial_height is not None and cor is not None and not np.isnan(cor): + time_points = [] + position_points = [] + + # Initialize simulation parameters + y = initial_height + v_y = 0.0 # Starting from rest + t = 0.0 + bounce_count = 0 + model_first_bounce_time = None + + while bounce_count < bounces: # Ensure exactly 7 bounces + time_points.append(t) + position_points.append(y) + + # Kinematic update + v_y -= g * dt + y += v_y * dt + t += dt + + # Bounce condition + if y <= 0: + bounce_count += 1 + y = 0 # Ground impact + v_y = -v_y * cor # Apply COR + + if model_first_bounce_time is None: + model_first_bounce_time = t # Store first bounce time + + # Align first model bounce with data's first detected bounce + if model_first_bounce_time is not None and len(peak_indices) > 0: + data_first_bounce_time = df['Time'].iloc[peak_indices[0]] + time_shift = data_first_bounce_time - model_first_bounce_time + time_points = [t + time_shift for t in time_points] + + # Plot idealized trajectory + plt.plot(time_points, position_points, 'r--', label='Ideal Trajectory') + + # 4) Formatting the plot + plt.title(f'{ball_type} Trial: {label}') + plt.xlabel('Time (s)') + plt.ylabel('Position (inches)') + plt.autoscale(True, 'x', True) + plt.grid(True) + plt.legend() + plt.show() + + + +def process_and_plot_all(file_paths, + ball_type, + plot_trials=False, + min_distance=10, + min_time_diff=0.2, + relative_prominence=None, + low_height_threshold=8, + low_height_adjustment=0.5, + high_height_threshold=15, + high_height_adjustment=1.2, + max_bounces=7, + fs=None): + """ + Iterates over the given 'file_paths' dict: + - extracts the numeric initial height from the key label (e.g. "11 inches"), + - computes effective prominence, + - processes each trial, + - optionally plots each trial (with or without an ideal bounce overlay). + + Returns a summary DataFrame with: + 'Trial', 'Initial Height', 'Average COR', 'Bounce Times', 'Bounce Heights', and 'COR Values'. + """ + results = [] + for init_label, path in file_paths.items(): + try: + initial_height = float(init_label.split()[0]) + except ValueError: + initial_height = np.nan + + # Compute effective prominence + effective_prominence = relative_prominence * initial_height + if initial_height < low_height_threshold: + effective_prominence *= low_height_adjustment + elif initial_height > high_height_threshold: + effective_prominence *= high_height_adjustment + + print(f"Processing trial '{init_label}' with effective prominence: {effective_prominence}") + + # Process the trial + df, peak_indices, bounce_heights, bounce_times, cor_values, avg_cor, signal_data = process_trial( + path, effective_prominence, + min_distance=min_distance, + min_time_diff=min_time_diff, + max_bounces=max_bounces, + fs=fs + ) + + + results.append({ + 'Trial': init_label, + 'Initial Height': initial_height, + 'Average COR': avg_cor, + 'Bounce Times': bounce_times, + 'Bounce Heights': bounce_heights, + 'COR Values': cor_values + }) + + + if plot_trials: + plot_trial( + df, + peak_indices, + signal_data, + label=init_label, + ball_type=ball_type, + initial_height=initial_height, + cor=avg_cor, + bounces=5, + dt=0.001, + g=386.09 #using inches for position + ) + + summary_df = pd.DataFrame(results) + summary_df.sort_values(by='Initial Height', inplace=True) + return summary_df + + +def plot_cor_table(cor_df, ball_type): + """ + Plots a line (and markers) of Average COR vs. Initial Height from the summary DataFrame. + """ + plt.figure(figsize=(8, 5)) + sns.lineplot(x='Initial Height', y='Average COR', marker='o', data=cor_df) + plt.title(f'Average COR vs. Initial Height for {ball_type} Ball') + plt.xlabel('Initial Height (inches)') + plt.ylabel('Average COR') + plt.grid(True) + plt.tight_layout() + plt.show() + + +if __name__ == '__main__': + + golf_file_paths = { + "11 inches": "golf_11.csv", + "12 inches": "golf_12.csv", + "13 inches": "golf_13.csv", + "14 inches": "golf_14.csv", + "15 inches": "golf_15.csv" + } + lacrosse_file_paths = { + "18 inches": "l_18.csv", + "19 inches": "l_19.csv", + "20 inches": "l_20.csv", + "21 inches": "l_21.csv", + "22 inches": "l_22.csv" + } + metal_file_paths = { + "2 inches": "metal_2.csv", + "4 inches": "metal_4.csv", + "6 inches": "metal_6.csv", + "8 inches": "metal_8.csv", + "10 inches": "metal_10.csv" + } + + # General detection/plotting parameters + min_distance = 5 + min_time_diff = 0.05 + fs = 50 + + # Prominence adjustments + golf_relative_prominence = 0.15 + golf_low_threshold = 12.5 + golf_low_adjustment = 1.1 + golf_high_threshold = 14.5 + golf_high_adjustment = 1.3 + + lacrosse_relative_prominence = 0.05 + lacrosse_low_threshold = 18.5 + lacrosse_low_adjustment = 1.1 + lacrosse_high_threshold = 21.5 + lacrosse_high_adjustment = 1.3 + + metal_relative_prominence = 0.05 + metal_low_threshold = 5 + metal_low_adjustment = 0.8 + metal_high_threshold = 8 + metal_high_adjustment = 1.2 + + # Process & plot Golf + golf_results = process_and_plot_all( + golf_file_paths, + ball_type='Golf', + plot_trials=True, + min_distance=min_distance, + min_time_diff=min_time_diff, + relative_prominence=golf_relative_prominence, + low_height_threshold=golf_low_threshold, + low_height_adjustment=golf_low_adjustment, + high_height_threshold=golf_high_threshold, + high_height_adjustment=golf_high_adjustment, + max_bounces=7, + fs=fs + ) + + # Process & plot Lacrosse + lacrosse_results = process_and_plot_all( + lacrosse_file_paths, + ball_type='Lacrosse', + plot_trials=True, + min_distance=min_distance, + min_time_diff=min_time_diff, + relative_prominence=lacrosse_relative_prominence, + low_height_threshold=lacrosse_low_threshold, + low_height_adjustment=lacrosse_low_adjustment, + high_height_threshold=lacrosse_high_threshold, + high_height_adjustment=lacrosse_high_adjustment, + max_bounces=7, + fs=fs + ) + + # Process & plot Metal + metal_results = process_and_plot_all( + metal_file_paths, + ball_type='Metal', + plot_trials=True, + min_distance=min_distance, + min_time_diff=min_time_diff, + relative_prominence=metal_relative_prominence, + low_height_threshold=metal_low_threshold, + low_height_adjustment=metal_low_adjustment, + high_height_threshold=metal_high_threshold, + high_height_adjustment=metal_high_adjustment, + max_bounces=7, + fs=fs + ) + + # Print summary tables + print("Golf Ball COR Table:") + print(golf_results[['Trial', 'Initial Height', 'Average COR']]) + print("\nLacrosse Ball COR Table:") + print(lacrosse_results[['Trial', 'Initial Height', 'Average COR']]) + print("\nMetal Ball COR Table:") + print(metal_results[['Trial', 'Initial Height', 'Average COR']]) + + # Plot COR vs. initial height for each ball type + plot_cor_table(golf_results, 'Golf') + plot_cor_table(lacrosse_results, 'Lacrosse') + plot_cor_table(metal_results, 'Metal') \ No newline at end of file diff --git a/metal_10.csv b/metal_10.csv new file mode 100644 index 0000000..84732fb --- /dev/null +++ b/metal_10.csv @@ -0,0 +1,50000 @@ +0.000,0.000 +0.000,-0.004 +0.000,0.015 +0.001,0.000 +0.001,0.000 +0.001,0.007 +0.001,0.007 +0.001,0.004 +0.002,0.004 +0.002,0.000 +0.002,0.007 +0.002,0.007 +0.002,0.015 +0.003,0.000 +0.003,0.011 +0.003,0.004 +0.003,0.007 +0.003,0.011 +0.004,0.004 +0.004,0.004 +0.004,0.004 +0.004,0.004 +0.004,0.007 +0.005,0.007 +0.005,0.007 +0.005,0.000 +0.005,0.000 +0.005,0.007 +0.006,0.007 +0.006,0.007 +0.006,0.004 +0.006,0.011 +0.006,0.007 +0.007,0.007 +0.007,0.004 +0.007,0.007 +0.007,0.011 +0.007,0.007 +0.008,0.004 +0.008,0.007 +0.008,0.011 +0.008,0.004 +0.008,0.004 +0.009,0.007 +0.009,0.004 +0.009,0.000 +0.009,0.007 +0.009,0.000 +0.010,0.004 +0.010,0.007 +0.010,0.007 +0.010,0.007 +0.010,0.007 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