Open megamew opened 1 year ago
@megamew It seems you are not using English, I've helped translate the content automatically. To make your issue understood by more people and get helped, we'd like to suggest using English next time. 🤗
Problem is in the data (second dataset). Start by removing all null points like ["2023-04-17", null, null, null, null, null]. Throwing in dirty data and expecting the chart to fix it somehow doesn't make sense, does it?
Problem is in the data (second dataset). Start by removing all null points like ["2023-04-17", null, null, null, null, null]. Throwing in dirty data and expecting the chart to fix it somehow doesn't make sense, does it? Thanks for your reply. if I remove the null points,the xAxis's data will lose and the two grids's dates will not aligned.
Version
5.4.2
Link to Minimal Reproduction
https://echarts.apache.org/examples/zh/editor.html?code=PYBwLglsB2AEC8sDeBYAULTsBEkwBsBTbALmXS0pzEIA8xScAFJgJgGYAGATkAHFQQGNAy3LYANBSqZsRAGYMy2AMaFoNAE7ZxmAL5iMWXMGD4ARsFqNUeidmmEAhmACuq4mUsTrAZzsA3QgEFPAEkAWzsAc1dkLU0qGKtYHVjscNUIABNGAG1YyncPSilCWUYARk5OXQLCtPCACzlYUtZK3I9sOsIIesbsABZOAFINBMok0ax86pwZRvLWietahrKWqumcTu6V-QHh9emDEEZsAFZT4bbtWIBdA5nCSOhMtyvqUEYue8KwAE8QKLYTwKVRGfCiN7YYBpZS9PyqSAKOzg776ZZzTixcY_Qz4SDHV6Lai1SLqeR2WgQTwjMb3bAUqlMYAQFSEMnkIlSFkAawsb0KtH8lOCzzoJ2R4Le2Pa-DsxkI4MJGxwxjsCm5qWAjmeAGEjNCTgBiADspppHnitOS6Qcdk8hEaOSJU2q2HSEBCyk8UGg1LITuVhUAp6aAfHMIUSCthAAD6gA23QDvcuHA_pAGym8cTSZwgABzQBy8gnUYdM4ANrIT_Kwd1Lkk8WtUSmyFaoAYzhRaHAAtJxWO32Omm5gABwdha9rDG7inbj5wOjzjGyfKgfsVj1yjliMeRvD7At9jtzucABsPd7o_3fbnG2nE-XHmNfb7rHP01Hfe418wq6bG97W47O477eNI8m2nB83yoW8-1OR9qlvPpQLXJ9uHKMCPwzL8mx_Nt_04PsgIzCCrwQmC-2NIdh1gW92H3aCClvbhXyIlcaKwdCM0wv8924PCk1vU1mIkOioLAyhb1OMjh1HVg-xQ_jYFYpN2N3Vtym4qcX3g8iKPvDTyNNU9ZJEl8GKbVCk3kwNFP_UpuwMkc-z6WdhLsmdbMwU1uGopy3JIpdGLLWTzOVSzO1KPpVOVW8XK8rTmlcijTUcvyBL7RcZLAwKNmC5TTnCi8Fzi00UoK01xN7AdkKS2BTMDDLDm3JTSkPYr7IK8riv3UrgPvPo0sq2rXXqqzANaipWoc4ruE6_CSOMjNquVfrI0GzsWlyp97ymni-33RLNPc3bdLvdhes_aKstYUo1uI412AK7hF1a0i7tOY0TrQs7ltbVhWCu2jJs8yqRKQnSJKOu7933N6zI-38lI4X6byQ0o7rWaLR1KZG0bHaTKvmjZFvaT7WDClHNqnf7WtOPpnsh3GAphrCVuGrGD1a9hqbRlLbqx1hXrp9KGY4r7cLZs9OdOAG9oHSXDv3U4oZqwWu3bS7Woh1ruDFwG7L6THtbcya-ZM-n9ZwQaOIR5LNdavs9al_dudNySceNgXTcsv8bM5lrOeNGXQYGO6KgVhalc4P8mt9kHjzvISnZSsmIu4b6Q_xsO_2Z-OBzVg7Qf3aPgOT0pU-mAnrHN9sRd93OY4ukbE7ylKS-qMuqA99suNa0otb2iDiqezn2FmpM8dL9PlM4S3wMk4r2Dt3TjSkrvh8DUeW_H6yp5Exe4979W0eNULmuO_m-o3kmD9Rp39w8gqdv949jT6eXT9O92K9KHK7_uu-h9_nuF4tGbgUVuzZYbh2UpHa-V89qnHKAVPo1s0b50xK_d679wE7lKJnWBo00YSw5k7RBDcnwO1Qa7M-GCsI7lWgVU47BHZ7T6JBBBPsnanG2sA9c48LpbxHGJRhulEEP2As_ABEl6EnwoW_TS7dvp8LcqcGBukxI11EYvOh7AX7SPQbIiu8M6EdgQXxNGDk1H4QlivZUa8QE8IvkQge7DeYIIevg1gViNg2O4VQz2X0cFCPvHQ9xCD97sN1lwiQoD9D6Kruw9g4jjwvUERI-JdDuBGzmibPRmCvqd3wY42B-554pIScBDq5DMlu2ydQ1sXAFEUQliIixRSgkFwsZBCJDZx5z3qcac4yTjz513io-hd8-i0x0dDHx7Y-hdl6WQu-h877WVnh46YXjIlh1mZwexe0dokJgg7Ypgzw7f20ZUyh1S_zbKgXsz-dDxwPIGWU5-nTKBRMkINbZ_iJGPPyQc2icCmk8Q4b5SZitpk7Inr0iWwyJGcDhceYRaSepoKmVcmZylVamNvvguerCAU3noS7C5MjyKWVmc0GFrBgVTiUbSiKiDEXAXoWs6oGyumQspV7OJhFcFtJ4g5QhsCbpvJYls5SuyVEIs0Qyi8iDhUqIdmKzAHyzbgMpT8xJXxkE7Lodgu-M4VVyQld3GFbC7mKokRa3SRzjVqopcpPJ19Wb5Oec0wlAkHYkpHlk8lXyvqTzoQUlRzDDHHJZQOFC9YbhSm-JoN4LpIzuk9L6H0foTWVWwKGKe2BABYmoAVWUhC5sAF5eRbhCyWwLwPNubeAltzYAOWVAAqASGQA5LHmnWdBIE1Zaz-iqf68Be4eWaWgI4fA-A4qjvHZOsdE7opTrnabe1Yc9y3PIgumd0752zs3Yukds7l2Qr3FqpsG7t1btNmey9O7z34EPRi7CsT90XufXu9dN7r0vvfeO-9A7GYd3qVe19u6QO3t_ZuT6KlQOfrfcOID37YO9gXeB78kHh0Ieg8B29u6UMYUg1KuDH6sMwcwwh3DbFINf2w9RkjNHX3kYUpBtdhGv0scQ6eojGGwNoohQ-kKJ6Mw31KRmT1VAhNxVE5QITDGLJEyDaYq1vZJMjj6Ippsym3KqZk0FIm2LTYpQjSJuKBmJPGbntpzKRMfrGapqZ6KkE1NGfs1TCzdVB1fXQ8OeywmkwadgN5uz-nmGuYGu54m9T7LmN88Z8a0U_ORZC0tMLAmkzbSi4GeLO1AuaTS4lwmYWn3kW2u66L9mHbZaK8qnjodIV_j03tPVcWCqNdNn50iqLwU1YfRbAqzimtoz6613rGTfX9ogzk8OvTWDMqc07abFWJLTby-XCbzGkOcbY6Rzb3HOtp1qwBQDG31useO-xjM8G2PLbbhXHCh2Tscfu-do7D2ztJmQ9Vvb3WANbdOz9l7OGPtj321BujXHaPg_o4D9ewPPO_dB9tiHZGoe2OBwRuHiOEfEch7toHX3P53de4GC76OsdI5x9DvHa3_vw5J2D7HpLdF_t8dggnf2nuPbe899nd7kfeK-7Qmn1OMe08u7zzZ-3eFs85xzonXPpeE-VO98nKP-fWcF9zqXsuZeK4PWLzl_PYdC9J5junZOGfoqZ8rcLmudfa42MTo3ZvRuXMtxA3mrP1fy5t_b3Xyu-eu5oYVk3weReh5e1dsBNT3Ee-F47kP4e9fvO6fJ2PGvPda4Vz7n9ifxX7Z6XFXmIbhx-cL35kvJUI_RI1XMuKXAqILd7HXuV0w_NN8r586vOz6lcHog3psPe-XkVbzwNlBQOVJ65e2KnafU9e_T7bnnfvxcPu-TH43YeZ_0-d2S8bWFKUp_X3Hjfc-YPt_VXvrFa_Tfx83071efrd_XOUmr2fGfvfTAd9zs_jrN7v-qJ_k_Q_L_HPVVU1NHI_CA2_G_eXb_ANFnP_AoAAt_efLPRfc3XjV3SlIPY_ZA1_BfAHJffXTAp1epCWJ-PvDMMgxzUrU2Kg2A6vAXU2OWIqfrJgjhErDLOKZgqROaGNONRNesN0D0L0dNOsLNHNStQtYtStMtaQsCKtGtStOtXNQAN5TABmmzbQ7XZS7SrGcF7UzR31Q3c0mzikmmoMDGsiQSG2igVTilbAVXoP_QPHqTHD81CglgoKTDEmb2qFbG8McKFhnBcNs2incI4OVD80QUH2HHsPogCKUlu1MI6jijCM8MDEQXCI2FiJ4O30Z0fwSOdU0nSTcNUx8IKEiL9jsIcgmXQK61dxCgP3InohKLvDSOVEQR80DFiJ9XvzGyMP_V_1CM4AxhSPHEMxoM0g4T8z8KjRAIMPqMlXqXKDEhSJvgFU4Oin3DgjsK2LBVqM-wWPxxSJwhmyTEaiPlYMmOCWij8PcXiKsmnzOO-miN7HONOI2NNniTKI8FqU4TmIdUgxSwsJ4HWOVGwSLyUy4NvB2NvHuJWkaOHHKFHBSISjaI2HExuOk3-JXS-nq3InKDlhRNCU0ja2GLsNImLmxKPS-hf00gJPMLBNHEyJb16xeKbFbEXlHw8HH1zz4w8yWIRXeLBPvG-IkDayWRuNNEpMIInz5Ot1CJaHGIsJfCVIiK4Mmh2MmjhL8SWJaE6LBLMLROmBvlFKoFbBNO1Kkl1PGRSKMiNOqDlmZN8MdPuLq11MahSOTlNMoDa3gUlIqhlN5ID13F1I4VtO2MuPIg4QZKyOjNdJrwVIhKbG7nzntIKHHFBNjOTnjOcJSOYXSwNN1jTI8GfhjOmHsJcypK-yCNGJtNCKRmLIkCoiFKyObJzOwOTJuidIKC0SLMjMRIHH1KyO7hwhzMKPIhaD_miniSnOsNNhHOmIXPjJB1NmeKHOmF1mUWL1tO-jsO7hTirODMGNXIYUzI3PDjZNmzpNIgLOHJvOXPAIzA4D6VrzvDLOqDcLEkvKTGyh4GXKo0-PKHXOqHiSTKvNtTPN8L9j2NyIt3yIgUanqTgisJywunfPKNryQm9KwFqSwuXKBOVC0WJKK0sUbKoDElORuIopyN6Jd3gpoQRMb01lVI2FthQqHzijggNRuK4pG1osMLwxyUlxsPuniznnQo8Fb3iQkokFqWkvjPkTii_JbOmG6mAowunM_m7J-LnnoQUsN0oNKFxX00PnUsktryUUgoKFqUsoUsfK8JpTMokBIh4DIsoHZj7NNlqVU2lP2Nx2DPdyUppWwswAxnZhUo_K4JnG_K6I6lHAUo7IzAchlVCN1l737N7G4FsJuKyqyoUvHOHFUxulWLEgio0vnMnKsp-OaHDhgv4ryP6N8TqU4vHFvOmEag8rcqwAxifjat8J6ocnjPz2nJfBkqoE_nvBYpZNCKMsG00ixWTj4usQf0asxRMJsOshCqaA4TgS6tCuwXuRuJ6s_nuO2XssDAYRWVCPzm2j2qaHcWKqOoepouWr6MEov1zOnKoicvGrrz6vKqKIhhiuVFbA8hvlOoOzuuaB2qhumxYSep2ohpXJJJSPZnYu3NCLRp-soGUixqRrxOHDgSXlCNarKvMqGMiz3JwkGsPPgspVpKjPvhRM_jJrFJSNCmRKOo5q5IkB5NAMn2PM0gdnSRROTjL3ZqUW0tkoxklqRvOuVC2OfltPKDGp9PZrlmBuHManHCRoIvRNEs9OaE1umoqqMuNv6oujiNptWqhTNVag4FtJnFVqwDcI7F2qOrdt8tgowLppII1nNoKEVOzgyuTO-ltj3LDq9vqrgpttmUYKlmuNXOhv-vJvnPZmJq8usjgh6OsT4KJEtCwFuDpEFGFDEIKCTXaAZE8AABkWQogK7DgYAAAtNkYARgMAVQRwQgesaUQ4KugAFQgHVD5CzU8DqGAAAHd27O7CBK1kRuhoAAB1CAMAOoauuUBUaerununQkAfAFe2u6Aeu-QseyexgaQZEe0HewQqu9e-URUDkDCU-qesgDu7eoiXu10P4AEE4JEGgcIaEX4K6bAUwbUG0VQX4AAcTsAJFgDftnsENSAyCCFFHMDIAqQkE_ryEEO_sBD_seEAeAdAeeDsAgegdgfga7VvrrpHowmbtbvPsvu7o_t3v3rAEPuPtHvHpftgAvvwCvpYZvuFEHuHqVDYnnvCCXpXrXo3ofvgevqIhSDSHSBQfSDFDICjrGCLuSF-CFCpDLo8AbrbiQZUdQcYAOSBCRCIC3uYYKCwcmEQeUdUfUaaB0KsaiHkfzu0YSCBDZAgEIAzXMiMZ-H-DwbsGeCIE8ERF5C7RtDADtAdGcbQdgAsZLqpCSbKC7V0eFAyY0a7WUAUGADUdobYntBhE8AADk7BPQTgABpQAfr9c0wBcR8QDHESC9a9OLo0P7-DnQcHQmTh96j7gHPAQhDBV6bHYnbR7QwBcnXHHHkGzH0GdDuGABlX4EIUwB-vh-0fJ6AQp4psRhSMp_xyp6pwEZtTQytZJ0TbAIBsgc5aYex6wQp6AI-hQMACp2dDNTxuxycYJ_QXBwZmhnQsZ4ACZ1-meqZ-JmZuZyCpRxZtRm5lZye9ZzZowRh_hhBxRgpopzhp-vxgJqpmp-QdQq5-Q5F-Q-52AR56oZ5tuV595z575mxqUW4dALQIAA
Steps to Reproduce
第一个系列的第一个值为null,后面序列图表显示异常多了一条横线
Current Behavior
下面的线显示错误,多了横线
Expected Behavior
希望能正常显示
Environment
Any additional comments?
No response