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期刊图片复现|Python绘制和弦图/有向环形关系图/环形网络图

  • 2026-07-03 06:47:31
期刊图片复现|Python绘制和弦图/有向环形关系图/环形网络图

代码绘制成果展示

论文:Potential planetary health impacts of the airborne plastisphere
论文原图
仿图
此图用于展示airborne plastisphere的各种特性与其可能引发的planetary health threats之间的关联性 。上半圆代表8个主要特征,下半圆代表 8 个受威胁的领域。图中从上半圆指向下半圆的每一条箭头,代表着作者假设的影响路径。例如,“Harboring pathogens”发出的箭头指向了“Disease emergence”、“Food system challenges”和“Biodiversity loss”等领域,说明这一特定特征预计将对这些特定的健康和生态领域造成威胁 。
多种配色

代码解释

第一部分

库的导入以及字体设置
# =========================================================================================# ====================================== 1. 环境设置 =======================================# =========================================================================================import matplotlib.pyplot as pltimport matplotlib.patches as patchesimport pandas as pdimport numpy as npimport textwrapfrom collections import defaultdictplt.rcParams['font.family'] = 'Times New Roman'plt.rcParams['font.sans-serif'] = ['Times New Roman']plt.rcParams['axes.unicode_minus'] = False

第二部分

设置颜色库
# =========================================================================================# ======================================2.颜色库=======================================# =========================================================================================COLOR_SCHEMES = {    1: {'top': ['#d9dbe2''#e9eaee''#c4c8d3''#a7acbd''#8aa2ae''#6a8f9d''#567585''#37505d'],        'bottom': ['#b45d5a''#cd6a69''#df7375''#e58385''#eb9597''#f0a7a8''#f4b9ba''#f8cbcb']},}

第三部分

绘图函数:变量初始化与画布设置
# =========================================================================================# ======================================3.绘图函数=======================================# =========================================================================================def plot_advanced_forest_chart(df_real, scheme_id, line_width=3):    top_labels = df_real['top_labels'#顶部标签    bottom_labels = df_real['bottom_labels'#底部标签    connections = df_real['connections'#连接关系    r_inner = 0.60 #内部半径    r_wedge_in = 0.62 #扇形内径    r_wedge_out = 0.85 #扇形外径    r_ring_in = 0.87 #外环内径    r_ring_out = 0.95 #外环外径    gap = 1.5 #扇形间距

第四部分

绘图函数:节点角度计算
    top_start, top_end = 0.75179.25 #上半部分角度范围    bottom_start, bottom_end = 180.75359.25 #下半部分角度范围    bottom_wedge_angle = (bottom_end - bottom_start - gap * (len(bottom_labels) - 1)) / len(bottom_labels) #下半部分单个扇形角度    bottom_angles = [] #下半部分角度列表    curr = bottom_start #当前角度从起始开始    #遍历下半部分标签    for _ in range(len(bottom_labels)):        bottom_angles.append((curr, curr + bottom_wedge_angle)) #记录起止角度        curr += bottom_wedge_angle + gap #更新当前角度

第五部分

绘图函数:扇形绘制辅助函数
    #扇形绘制函数    def draw_sectors(labels, angles_list, colors):        #遍历标签、角度、颜色        for label, (th1, th2), color in zip(labels, angles_list, colors):            th_center = (th1 + th2) / 2 #中心角            th_rad = np.radians(th_center) #转弧度            #添加扇区文本            ax.text(x, #x                    y, #y                    label, #文本                    ha='center'#水平                    va='center'#垂直                    rotation=rot, #转                    fontsize=16#字体大小                    color=get_text_color(color), #字体颜色                    fontweight='normal'#字体粗细

第六部分

绘图函数:箭头连线绘制辅助函数
    #箭头绘制函数    def draw_chord_arrow(th_src, th_tgt, color):        rad_src, rad_tgt = np.radians(th_src), np.radians(th_tgt) #角度转弧度        p0 = np.array([r_inner * np.cos(rad_src), r_inner * np.sin(rad_src)]) #起点        curve = np.outer((1 - t) ** 2, p0) + np.outer(2 * (1 - t) * t, p1) + np.outer(t ** 2, p2) #贝塞尔曲线        #箭头        arrow_head = patches.Polygon([tip, p_left, p_right], #坐标                                     closed=True#闭合                                     facecolor=color, #填充色                                     edgecolor=color, #边色                                     alpha=1#透明度                                     linewidth=0#边宽                                     zorder=3#层        ax.add_patch(arrow_head) #添加到图上

第七部分

绘图函数:外圈弯曲文本绘制辅助函数
    #外圈弯曲文字绘制函数    def draw_curved_text(text, r, center_angle, char_spacing=1.1, bottom=False):        chars = list(text) #拆分文本        total_arc = char_spacing * (len(chars) - 1#总跨度角        #上版部分        if bottom:            th_start = center_angle - total_arc / 2 #起角            th_end = center_angle + total_arc / 2 #终角        #下半部分        else:                    va='center'#垂直                    rotation=rot, #旋转                    fontsize=18#大小                    color='#222222'#颜色                    fontweight='bold'#加粗

第八部分

绘图函数:外圈环、扇区等部分绘制
    #绘制扇区    draw_sectors(top_labels, top_angles, top_colors)    draw_sectors(bottom_labels, bottom_angles, bottom_colors)    #获取外环颜色    top_ring_color = top_colors[len(top_colors) // 2]    bottom_ring_color = bottom_colors[len(bottom_colors) // 2]    #顶部外圈    ax.add_patch(center=(00), #坐标                               edgecolor='none')) #    draw_curved_text("Characteristics of the airborne plastisphere", (r_ring_in + r_ring_out) / 290) #顶部标题    draw_curved_text("Planetary health threats", (r_ring_in + r_ring_out) / 2270, bottom=True) #底部标题

第九部分

绘图函数:绘制箭头连线部分
    out_counts, in_counts = defaultdict(int), defaultdict(int#初始化发出连线的数量和接收连线的数量字典    #遍历连接    for src, tgt in connections:        out_counts[src] += 1 #统计节点发出连线        in_counts[tgt] += 1 #统计节点接收连线            src_th = (th1_s + th2_s) / 2 #居中        out_curr[src] += 1 #更新该节点连线次数        th1_t, th2_t = bottom_angles[tgt] #提取目标扇形起止角        span_t = th2_t - th1_t #目标扇形宽        #多条线        if in_counts[tgt] > 1:            step = (span_t * 0.7) / (in_counts[tgt] - 1#均分            tgt_th = th1_t + span_t * 0.15 + in_curr[tgt] * step #汇入角

第十部分

执行部分
# =========================================================================================# ======================================4.执行部分=======================================# =========================================================================================if __name__ == "__main__":    excel_path = r'data.xlsx' #原始数据    #读取数据    df_nodes = pd.read_excel(excel_path, sheet_name='Nodes')    df_edges = pd.read_excel(excel_path, sheet_name='Connections')    raw_top_labels = df_nodes[df_nodes['NodeType'] == 'Top']['Label'].tolist() #顶部标签    raw_bottom_labels = df_nodes[df_nodes['NodeType'] == 'Bottom']['Label'].tolist() #底部标签        scheme_id = 1        selected_hex_colors = COLOR_SCHEMES[scheme_id]        print('正在绘制并保存方案:', scheme_id)        plot_advanced_forest_chart(df_real, scheme_id)

如何应用到你自己的数据

1.设置原始数据的保存路径,执行部分:

excel_path = r'data.xlsx' #原始数据

2.读取指定数据,执行部分:

df_nodes = pd.read_excel(excel_path, sheet_name='Nodes')df_edges = pd.read_excel(excel_path, sheet_name='Connections')raw_top_labels = df_nodes[df_nodes['NodeType'] == 'Top']['Label'].tolist() #顶部标签raw_bottom_labels = df_nodes[df_nodes['NodeType'] == 'Bottom']['Label'].tolist() #底部标签

3.设置是否要进行批量绘图,执行部分:

plot_all = True #是否批量绘图

4.设置绘图结果的保存地址,绘图函数部分:

plt.savefig(fr'\scheme_{scheme_id}.pdf', bbox_inches='tight')

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  1. CONNECT:[ UseTime:0.000410s ] mysql:host=127.0.0.1;port=3306;dbname=f_mffb;charset=utf8mb4
  2. SHOW FULL COLUMNS FROM `fenlei` [ RunTime:0.000558s ]
  3. SELECT * FROM `fenlei` WHERE `fid` = 0 [ RunTime:0.004040s ]
  4. SELECT * FROM `fenlei` WHERE `fid` = 63 [ RunTime:0.001441s ]
  5. SHOW FULL COLUMNS FROM `set` [ RunTime:0.000505s ]
  6. SELECT * FROM `set` [ RunTime:0.002158s ]
  7. SHOW FULL COLUMNS FROM `article` [ RunTime:0.000575s ]
  8. SELECT * FROM `article` WHERE `id` = 503164 LIMIT 1 [ RunTime:0.002566s ]
  9. UPDATE `article` SET `lasttime` = 1783059274 WHERE `id` = 503164 [ RunTime:0.021855s ]
  10. SELECT * FROM `fenlei` WHERE `id` = 66 LIMIT 1 [ RunTime:0.003507s ]
  11. SELECT * FROM `article` WHERE `id` < 503164 ORDER BY `id` DESC LIMIT 1 [ RunTime:0.003980s ]
  12. SELECT * FROM `article` WHERE `id` > 503164 ORDER BY `id` ASC LIMIT 1 [ RunTime:0.005830s ]
  13. SELECT * FROM `article` WHERE `id` < 503164 ORDER BY `id` DESC LIMIT 10 [ RunTime:0.012302s ]
  14. SELECT * FROM `article` WHERE `id` < 503164 ORDER BY `id` DESC LIMIT 10,10 [ RunTime:0.011087s ]
  15. SELECT * FROM `article` WHERE `id` < 503164 ORDER BY `id` DESC LIMIT 20,10 [ RunTime:0.018836s ]
0.179252s