npm install

安装一个包

概要

npm install [<package-spec> ...]

aliases: add, i, in, ins, inst, insta, instal, isnt, isnta, isntal, isntall

描述

此命令安装一个包和它所依赖的任何包。如果包有一个包锁,或者一个 npm 收缩封装文件,或者一个纱线锁文件,依赖项的安装将由它驱动,遵循以下优先顺序:

  • npm-shrinkwrap.json
  • package-lock.json
  • yarn.lock

package-lock.jsonnpm shrinkwrap

一个package是:

    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

KuZYtig6NUnU3WYtwY1Ky4ombD3r1CPeL+2B8RBIkFEUJWzQYrv4hAmCbO0LetIAsAbtg+ClBa62Ku/qZxtMh9B82gatHRu2NWWSHaYYK2yF8AwEr2Esf0lA28aUImTVd68e0ooC/wF5sdDj6kqa3u6Y7z/0BtjowDW2eTitH0bq5XuNSwAu4/ZmNB+eZ4J3vjh4mfd3FjPChNTVHzlMc6bNt6vEsHRfNMczF1z4k+Xh0HLw+K8SR1NQLycWK8ztatIeacNuzqLOYnMmFu94+Q==

    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npm install sax@">=0.1.0 <0.2.0" bench supervisor

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npm install sax --force

配置

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save

    cpHcqTIrxEt4f28KOhZfPgmWN7bNNj7q64+vp+Cja5tIbm/6W649w4wUrR1jkzPsKoRsjplOQenW/gPbZF5SmYIXvHP3p+2MzDDf2IdaV6uLMMiOIqOuiwi2V0VdTB57764Z1ugDKlVmmri9R6UZQWEsIVPYtXXGy50GYBYWJw1c27Ic03e3K33YjKtTMCBa

PW2YyZ4aHHerrJedCRaPlAuYJw4oqGYykwl4iIUGNSCn8IvOqHy7snxLdlOExphpJ2q9zHnoavOxIgJZxdAUTUrC0AB4TLXSo79KDLFGqv8arV4q935L93q5nemrMmUP

PliYoLCmau8oECJKEFLLyVNY/zmXehfFMzv48cL91f/tWBlTP6mbs25O2xN/NmuNJYIv/Usc2IU5iGeeTnyRlNacYrtetl8yGX64aLbQFszjq8H2D4HMzUGSLC7kcBRgDPyZ334uVqFYnPmeHyojlw==

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save-exact

    cpHcqTIrxEt4f28KOhZfPtN+1DnZvVBVAKYGUmWOIwWGrGLru+wlVoKtqRRY32EZnPsvqMSi6MrpxrMwdvnc+A==

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global

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global-style

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legacy-bundling

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omit

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strict-peer-deps

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package-lock

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foreground-scripts

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ignore-scripts

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audit

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fund

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dry-run

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workspace

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workspaces

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include-workspace-root

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算法

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A
+-- B
+-- C
+-- D

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A
+-- B
+-- C
   `-- D@2
+-- D@1

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