{"id":934,"date":"2023-06-10T12:31:03","date_gmt":"2023-06-10T05:31:03","guid":{"rendered":"https:\/\/delta-electronic.com\/Design\/Hardwares\/?p=934"},"modified":"2024-08-09T01:30:03","modified_gmt":"2024-08-08T18:30:03","slug":"function-constrain-pada-arduino-programming-language","status":"publish","type":"post","link":"https:\/\/delta-electronic.com\/Design\/Hardwares\/function-constrain-pada-arduino-programming-language\/","title":{"rendered":"Function constrain() pada Arduino Programming Language"},"content":{"rendered":"<p><strong>Deskripsi<\/strong><\/p>\n<p>Merupakan fungsi untuk memaksa suatu nilai agar berada pada range yang ditentukan yaitu dalam hal ini adalah di antara variable a dan b.<\/p>\n<p><img decoding=\"async\" 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alt=\"\" \/><\/p>\n<p>Fungsi ini akan memaksa hasil dari sensor agar berada di antara nilai 5 hingga 80. Apabila hasil dari sensor mencapai di bawah 5 maka dipaksa menjadi 5 dan apabila di atas 80 maka akan dipaksa menjadi 80<\/p>\n<p><strong>Syntax<\/strong><\/p>\n<p>constrain (x,a,b)<\/p>\n<p><strong>Parameters<\/strong><\/p>\n<p>x : adalah nilai yang diproses oleh fungsi constrain. Tipe data yang diijinkan : semua tipe<\/p>\n<p>a : adalah nilai terrendah. Tipe data yang diijinkan : semua tipe<\/p>\n<p>b : adalah nilai tertinggi. Tipe data yang diijinkan : semua tipe<\/p>\n<p><strong>Contoh Program<\/strong><\/p>\n<p>sensVal = constrain (sensVal,5,80); \/\/ fungsi ini akan membatasi output sensor agar berada di antara 5 dan 80<\/p>\n<p><strong>Catatan dan Peringatan<\/strong><\/p>\n<p>Hindari penggunaan fungsi ini di dalam tanda kurung dari fungsi lain<\/p>\n<p>int constrainedinput = constrain (Serial.parseInt(), minimumValue, maximumValue); \/\/ hindari hal ini<\/p>\n<p>Sebaiknya gunakan:<\/p>\n<p>int input = Serial.parseInt();\u00a0 \/\/ atur fungsi lain agar berada di luar fungsi constrain<\/p>\n<p>int constrainedinput = constrain(input, minimumValue, maximumValue);<\/p>\n<pre><code><\/code><\/pre>\n<pre>Terjemahan dan edit dari<\/pre>\n<pre><code><\/code><\/pre>\n<pre>https:\/\/www.arduino.cc\/reference\/en\/language\/functions\/math\/constrain\/<\/pre>\n<pre><code><\/code><\/pre>\n<pre><\/pre>\n<pre><code><\/code><\/pre>\n<pre><strong>DELTA ELECTRONIC\r\n\r\nPaulus Andi Nalwan, S<\/strong>T<\/pre>\n<pre><code><\/code><\/pre>\n","protected":false},"excerpt":{"rendered":"<p>Deskripsi Merupakan fungsi untuk memaksa suatu nilai agar berada pada range yang ditentukan yaitu dalam hal ini adalah di antara variable a dan b. Fungsi ini akan memaksa hasil dari sensor agar berada di antara nilai 5 hingga 80. Apabila hasil dari sensor mencapai di bawah 5 maka dipaksa menjadi 5 dan apabila di atas [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[270],"tags":[94,102,104,96,95],"class_list":["post-934","post","type-post","status-publish","format-standard","hentry","category-constrain-math-fungsi-fungsi-arduino-ide","tag-arduino","tag-arduino-board","tag-bahasa-c","tag-microcontroller","tag-mikrokontroler"],"_links":{"self":[{"href":"https:\/\/delta-electronic.com\/Design\/Hardwares\/wp-json\/wp\/v2\/posts\/934","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/delta-electronic.com\/Design\/Hardwares\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/delta-electronic.com\/Design\/Hardwares\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/delta-electronic.com\/Design\/Hardwares\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/delta-electronic.com\/Design\/Hardwares\/wp-json\/wp\/v2\/comments?post=934"}],"version-history":[{"count":0,"href":"https:\/\/delta-electronic.com\/Design\/Hardwares\/wp-json\/wp\/v2\/posts\/934\/revisions"}],"wp:attachment":[{"href":"https:\/\/delta-electronic.com\/Design\/Hardwares\/wp-json\/wp\/v2\/media?parent=934"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/delta-electronic.com\/Design\/Hardwares\/wp-json\/wp\/v2\/categories?post=934"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/delta-electronic.com\/Design\/Hardwares\/wp-json\/wp\/v2\/tags?post=934"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}