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Nature 期刊图复现 | Python 实现多阶段数据散点与均值误差图(带拟合趋势线)

  • 2026-08-21 02:01:24
Nature 期刊图复现 | Python 实现多阶段数据散点与均值误差图(带拟合趋势线)

来源论文

论文地址:

https://www.nature.com/articles/s41586-026-10827-7

论文题目:

A vector-based strategy for olfactory navigation in Drosophila

论文图片

复现图片

配色方案

COLOR_SCHEMES = {    1: ["#111111""#26103c""#46196e""#6b1d84""#90258a""#b83280""#da496d""#ed6858""#f68f48""#f7bc67"],  # 方案1: Magma(暗紫/黑到黄橙,适合连续渐变)    2: ["#0d0887""#350498""#5c01a6""#8004a2""#a21d94""#c03a83""#d8576b""#ed7953""#fb9f3a""#f0c93d"],  # 方案2: Plasma(蓝紫到亮黄,高对比度渐变)    3: ["#00204c""#00326d""#00478d""#005e9d""#0076a5""#008ea6""#00a5a0""#00bb91""#3cd07b""#7ce25b"],  # 方案3: Viridis Blue-Green(深蓝到亮绿,色盲友好)    4: ["#1b2c62""#1f407b""#215695""#206daf""#1b84c9""#119de3""#00b6fd""#3ecffb""#6ce6f9""#a1f8f7"],  # 方案4: Ocean Blue(深海蓝渐变,适合单色调层级)    5: ["#3b0f70""#541675""#6c1d79""#85247c""#9e2b7f""#b7327f""#d03b7d""#e74678""#f95570""#ff6b6b"],  # 方案5: Red-Purple(紫红到珊瑚红,高饱和渐变)    6: ["#2d004b""#430460""#5c0970""#770e7a""#92137e""#ad1a7d""#c62677""#dc396d""#eb5260""#f47055"],  # 方案6: Sunset Purple(落日紫红,典雅渐变)    7: ["#103823""#1a5235""#246c47""#2e8759""#39a36b""#43bf7c""#53dc8c""#6ee89d""#8cf4b0""#adffc4"],  # 方案7: Emerald Green(深翡翠绿到浅绿,生态与自然科学)    8: ["#40004b""#5c1d6f""#763a8e""#8e57ac""#a376c6""#b895dd""#cb7ebd""#da619d""#e44177""#e71d51"],  # 方案8: Berry Gradient(深紫到浆果红,高冷科研风格)    9: ["#003f5c""#2f4b7c""#665191""#a05195""#d45087""#f95d6a""#ff7c43""#ffa600""#ffc533""#ffe169"],  # 方案9: Qual-Multi Tier(深蓝到亮黄彩虹级,多组对比)    10: ["#1a2a3a""#2b3e50""#3d5366""#50697f""#648099""#7998b3""#8fb1cd""#a6cbe8""#bee5ff""#d6f0ff"], # 方案10: Cool Steel Gray-Blue(钢蓝冷灰色系,低调严谨)    11: ["#20115b""#3d1375""#5a1389""#780f98""#9702a1""#b400a4""#cf00a2""#e61a9b""#f74390""#ff6b87"], # 方案11: Neon Violet(霓虹紫红,显著分界渐变)    12: ["#004c6d""#1c6080""#317493""#458aab""#59a0c3""#6db6dc""#82cdf5""#9be3ff""#b4f0ff""#cefaff"], # 方案12: Ice Blue(冰蓝渐变,冷色调数据)    13: ["#4a1005""#671a0c""#852512""#a33118""#c23e1e""#e14c24""#fd5c2a""#ff7343""#ff8c5e""#ffa57a"], # 方案13: Warm Amber/Rust(铁锈红到暖橙,暖色调系列)    14: ["#053061""#1e539b""#3c76b4""#6699c7""#9cc2df""#c7e0f0""#ebd2c8""#f4a582""#d6604d""#b2182b"], # 方案14: Blue-Red Diverging(蓝红发散配色,正负值对比)    15: ["#276419""#4d9221""#7fbc41""#b8e186""#e6f5d0""#fde0ef""#f1b6da""#de77ae""#c51b7d""#8e0152"], # 方案15: Green-Pink Diverging(绿粉发散配色,双向数据对比)    16: ["#00441b""#006d2c""#238b45""#41ab5d""#74c476""#a1d99b""#c7e9c0""#e5f5e0""#f7fcf5""#ffffff"], # 方案16: Monochrome Green(单色渐变绿,表达梯度)    17: ["#023858""#045a8d""#0570b0""#3690c0""#67a9cf""#bdc9e1""#f1eef6""#fff7bc""#fec44f""#fe9929"], # 方案17: Deep Blue to Gold(深蓝到黄金色,华丽高对比)    18: ["#313695""#4575b4""#74add1""#abd9e9""#e0f3f8""#fee090""#fdae61""#f46d43""#d73027""#a50026"], # 方案18: Spectral Diverging(经典光谱发散, Nature常用)    19: ["#1b9e77""#d95f02""#7570b3""#e7298a""#66a61e""#e6ab02""#a6761d""#666666""#2b83ba""#abdda4"], # 方案19: Qualitative Mixed(高辨识离散配色,多组类别)    20: ["#000000""#1a1a1a""#333333""#4d4d4d""#666666""#808080""#999999""#b3b3b3""#cccccc""#e6e6e6"]  # 方案20: Grayscale Scientific(标准科研黑白灰梯度)}

完整代码(模拟数据)

import osimport numpy as npimport pandas as pdimport matplotlib.pyplot as plt# ---------------------------------------------------------# 20种符合主流期刊标准的专业科研配色方案字典 (10色渐变)# ---------------------------------------------------------COLOR_SCHEMES = {    1: ["#111111""#26103c""#46196e""#6b1d84""#90258a""#b83280""#da496d""#ed6858""#f68f48""#f7bc67"],  # 方案1: Magma(暗紫/黑到黄橙,适合连续渐变)}# 选择配色方案编号 (1 - 20)SCHEME_INDEX = 5# 1. 自动创建“图表”文件夹os.makedirs("图表", exist_ok=True)# 2. 自动读取同目录下的 Excel 文件excel_path = "data.xlsx"df_raw = pd.read_excel(excel_path, sheet_name="Raw_Data")df_summary = pd.read_excel(excel_path, sheet_name="Summary_Data")# 3. 设置符合主流科研期刊的绘图参数plt.rcParams['font.family'] = 'DejaVu Sans'plt.rcParams['font.size'] = 10plt.rcParams['axes.linewidth'] = 1.2plt.rcParams['xtick.major.width'] = 1.2plt.rcParams['ytick.major.width'] = 1.2plt.rcParams['xtick.major.size'] = 4plt.rcParams['ytick.major.size'] = 4fig, axes = plt.subplots(22, figsize=(106), sharex=True)fig.subplots_adjust(hspace=0.25, wspace=0.35)# X轴阶段顺序stages = ["pre""1""2""3""4""5""6""7""8""9"]# 加载选择的配色方案colors = COLOR_SCHEMES[SCHEME_INDEX]# 子图配置参数plot_configs = [    {        "ax": axes[00],        "key""entry_memory",        "ylabel""inferred entry memory\nalongwind (mm/s)",        "has_trend"True,        "ylim": (-3.53.5),        "yticks": [-202]    },    {        "ax": axes[01],        "key""exit_memory",        "ylabel""inferred exit memory\nalongwind (mm/s)",        "has_trend"True,        "ylim": (-218),        "yticks": [010]    },    {        "ax": axes[10],        "key""entry_direction",        "ylabel""entry direction\nalongwind projection",        "xlabel""i-th entry during replay",        "has_trend"False,        "ylim": (-1.31.3),        "yticks": [-101]    },    {        "ax": axes[11],        "key""exit_direction",        "ylabel""exit direction\nalongwind projection",        "xlabel""i-th exit during replay",        "has_trend"False,        "ylim": (-1.31.3),        "yticks": [-101]    }]# 均值点与误差条向左偏移的量offset = 0.24# 4. 遍历配置并基于 Excel 数据绘图for cfg in plot_configs:    ax = cfg["ax"]    key = cfg["key"]    # 提取 Excel 中的数据    sub_raw = df_raw[df_raw["Plot_Type"] == key]    sub_sum = df_summary[df_summary["Plot_Type"] == key]    # 绘制拟合虚线    if cfg["has_trend"]:        trend_vals = sub_sum["Trend_Fit"].values        if not np.isnan(trend_vals).all():            x_numeric = np.arange(len(stages))            ax.plot(x_numeric, trend_vals, color="grey", linestyle="--", linewidth=2.5, alpha=0.8, zorder=1)    # 遍历各个阶段绘制数据    for i, stage in enumerate(stages):        color = colors[i]        # 1) 原始数据散点(分布在主要刻度 i 及其附近)        raw_vals = sub_raw[sub_raw["Stage"] == str(stage)]["Value"].values        if len(raw_vals) > 0:            jitter = np.random.normal(00.08, size=len(raw_vals))            ax.scatter(np.full_like(raw_vals, i) + jitter, raw_vals, color=color, alpha=0.25, s=25, edgecolors='none',                       zorder=2)        # 2) 均值与误差条(画在点的左侧 x = i - offset 位置)        sum_row = sub_sum[sub_sum["Stage"] == str(stage)]        if not sum_row.empty:            mean_val = sum_row["Mean"].values[0]            sd_val = sum_row["SD"].values[0]            # 在左侧绘制垂直粗误差棒            ax.vlines(x=i - offset, ymin=mean_val - sd_val, ymax=mean_val + sd_val, color=color, linewidth=3.5,                      zorder=3)            # 在左侧绘制均值圆点            ax.plot(i - offset, mean_val, marker='o', color=color, markersize=7, zorder=4)    # 隐藏上方与右侧边框    ax.spines['top'].set_visible(False)    ax.spines['right'].set_visible(False)    # 设置 Y 轴标签与刻度    ax.set_ylabel(cfg["ylabel"], fontsize=11, labelpad=8)    if "ylim" in cfg:        ax.set_ylim(cfg["ylim"])    if "yticks" in cfg:        ax.set_yticks(cfg["yticks"])    # 设置 X 轴标签与刻度    if "xlabel" in cfg:        ax.set_xlabel(cfg["xlabel"], fontsize=11, labelpad=8)    ax.set_xticks(range(len(stages)))    ax.set_xticklabels(stages, fontsize=10)# 5. 添加最左侧的 "d" 标号和 "Fly data"fig.text(0.040.92"d", fontsize=20, fontweight='bold', ha='left', va='center')fig.text(0.120.92"Fly data", fontsize=15, ha='left', va='center')# 6. 保存图片至 图表/ 目录(包含方案序号后缀)output_png = os.path.join("图表"f"fly_data_replay_{SCHEME_INDEX}.png")plt.savefig(output_png, dpi=300, bbox_inches='tight')plt.close()print(f"图表已更新并保存至: {output_png}")

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  1. CONNECT:[ UseTime:0.001101s ] mysql:host=127.0.0.1;port=3306;dbname=f_mffb;charset=utf8mb4
  2. SHOW FULL COLUMNS FROM `fenlei` [ RunTime:0.001438s ]
  3. SELECT * FROM `fenlei` WHERE `fid` = 0 [ RunTime:0.000780s ]
  4. SELECT * FROM `fenlei` WHERE `fid` = 63 [ RunTime:0.000687s ]
  5. SHOW FULL COLUMNS FROM `set` [ RunTime:0.001403s ]
  6. SELECT * FROM `set` [ RunTime:0.004265s ]
  7. SHOW FULL COLUMNS FROM `article` [ RunTime:0.001570s ]
  8. SELECT * FROM `article` WHERE `id` = 511036 LIMIT 1 [ RunTime:0.001132s ]
  9. UPDATE `article` SET `lasttime` = 1787302293 WHERE `id` = 511036 [ RunTime:0.011159s ]
  10. SELECT * FROM `fenlei` WHERE `id` = 66 LIMIT 1 [ RunTime:0.000644s ]
  11. SELECT * FROM `article` WHERE `id` < 511036 ORDER BY `id` DESC LIMIT 1 [ RunTime:0.001208s ]
  12. SELECT * FROM `article` WHERE `id` > 511036 ORDER BY `id` ASC LIMIT 1 [ RunTime:0.001045s ]
  13. SELECT * FROM `article` WHERE `id` < 511036 ORDER BY `id` DESC LIMIT 10 [ RunTime:0.004036s ]
  14. SELECT * FROM `article` WHERE `id` < 511036 ORDER BY `id` DESC LIMIT 10,10 [ RunTime:0.041291s ]
  15. SELECT * FROM `article` WHERE `id` < 511036 ORDER BY `id` DESC LIMIT 20,10 [ RunTime:0.004658s ]
0.250510s