{"id":15974,"date":"2023-02-21T20:34:27","date_gmt":"2023-02-21T17:34:27","guid":{"rendered":"http:\/\/www.assoalawimaroc.com\/?p=15974"},"modified":"2023-06-15T15:38:36","modified_gmt":"2023-06-15T12:38:36","slug":"what-does-mm-mean-on-a-camera-lens-the-real","status":"publish","type":"post","link":"http:\/\/www.assoalawimaroc.com\/?p=15974","title":{"rendered":"What Does MM Mean on a Camera Lens? The REAL Definition"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Acronyms &#038; Abbreviations<\/a><\/li>\n<li><a href=\"#toc-1\">Dictionary Entries Near mm-hmm<\/a><\/li>\n<li><a href=\"#toc-2\">British Dictionary definitions for mm (1 of<\/a><\/li>\n<li><a href=\"#toc-3\">From our Multilingual Translation Dictionary<\/a><\/li>\n<li><a href=\"#toc-4\">Units of measurement<\/a><\/li>\n<li><a href=\"#toc-5\">Posts by Topic<\/a><\/li>\n<li><a href=\"#toc-6\">Prime Vs. Zoom<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"258px\" alt=\"what does mm mean\"\/><\/p>\n<p>Usually, ultrawide wide angle lenses are used for landscape and architecture photography, while normal lenses are versatile because they offer a neutral, undistorted angle of view. A millimeter (abbreviated as mm and sometimes spelled as millimetre) is a small unit of displacement <a href=\"https:\/\/marketresearchtelecast.com\/financial-planning-for-startups-how-accounting-services-can-help-new-ventures\/292538\/\">bookkeeping for startups<\/a> (length\/distance) in the metric system. A higher mm lens is better for wildlife photography as it gives you a larger zoom, and allows you to take photos from much further away. If you think you will be taking photos from a distance, then go for a higher mm lens, above 100mm.<\/p>\n<ul>\n<li>Between 16mm to 24mm is best for landscape photography, 35mm to 85mm is best for portrait photography, and 300mm plus is best for sports and wilidlife photography.<\/li>\n<li>Also, for each time we move from left to right, we must divide the length by 10.<\/li>\n<li>The lower zoom ring is responsible for changing the focal length of the lens \u2013 the currently selected focal length can be determined by the number at which the white line is pointing.<\/li>\n<li>Many are marketed with language like \u201cequivalent\u201d or \u201c35mm equivalent\u201d along with what their field of view would match on a full-frame camera to make choosing the right lens easier.<\/li>\n<li>If you\u2019re new to photography, you might have wondered what \u201cmm\u201d means in the name of a lens like the Nikon AF-S NIKKOR 50mm f\/1.8G lens or the Canon EF mm f\/4L IS II USM lens.<\/li>\n<\/ul>\n<p>I&#8217;ve travelled to (probably) over 30 countries since 2013, taking photos and licensing them around the world, and creating lots of  free photography learning resources. This weight and size discrepancy is due to the extra glass elements in the mm L lens, which improves optical quality, along with an image stabilization system to ensure sharp photos. One thing you\u2019ll probably notice pretty quickly is that camera lenses can come in a dizzying array of sizes. For example, the Canon 17-40mm f\/f L lens, which is available for full frame Canon DSLRs, has a focal length of 17mm at the widest and goes to 40mm on the long end. The lower zoom ring is responsible for changing the focal length of the lens \u2013 the currently selected focal length can be determined by the number at which the white line is pointing.<\/p>\n<h2 id=\"toc-0\">Acronyms &#038; Abbreviations<\/h2>\n<p>MM stands for &#8220;merry meet,&#8221; which is a way of saying, &#8220;welcome&#8221; to a group of people. It may also be used when parting with a group of people at the end of a conversation. You will most likely see it in online chatrooms or in text messages.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>How thick is 1 MM?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>1mm = just over 1\/32 inch. 2mm = just over 1\/16 inch. 3mm = almost 1\/8 inch.<\/p>\n<\/div><\/div>\n<\/div>\n<p>You need to consider what kind of photography you\u2019re going to be doing most often and buy the appropriate kit. So, although you might think that lenses with longer focal length ranges would be bigger and heavier, this is not always the case. The f\/4-7.1 lens weighs 13.93 ounces or 395 grams, compared to more than 24 ounces or about 700 grams for the constant aperture f\/4 lens.<\/p>\n<h2 id=\"toc-1\">Dictionary Entries Near mm-hmm<\/h2>\n<p>If you\u2019re new to photography, you might have wondered what \u201cmm\u201d means in the name of a lens like the Nikon AF-S NIKKOR 50mm f\/1.8G lens or the Canon EF mm f\/4L IS II USM lens. Stack Exchange network consists of 181 Q&amp;A communities including Stack Overflow, the largest, most trusted online community for developers to learn, share their knowledge, and build their careers. If you\u2019re confused about the letter designations that stand for thousands and millions, you\u2019re not alone. Hi, I&#8217;m Tim Daniels, photographer and photo trainer, founder of Lapse of the Shutter and creator of the totally free Lightroom Develop System.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"253px\" alt=\"what does mm mean\"\/><\/p>\n<p>Some examples of objects having about 1 millimeter length areA sharp pencil point and the tip of a sewing needle are approximately 1 mm in length. We can use the conversion chart to convert 147.5 mm into cm. We can use the following chart to find the approximate results for the conversion of customary units. Territory includes Washington, Oregon, Montana, Idaho, Hawaii, Alaska, California, and Utah. Darrel has over 30 years of proven success and is skilled in developing relationships with internal and external stakeholders to drive superior business results.<\/p>\n<h2 id=\"toc-2\">British Dictionary definitions for mm (1 of<\/h2>\n<p>Most prime lenses have a marking near the front element that includes a number  followed by \u201cmm,\u201d signifying the focal length. Learn about the metric system, examples of metric units, and what the metric system is based on. A millimeter is usually the smallest unit you can measure using a regular ruler.<\/p>\n<ul>\n<li>If you\u2019re going to travel but don\u2019t have a lot of room, a single zoom lens that covers a wide range might be a good choice.<\/li>\n<li>On a full-frame camera like the Nikon Z5, it offers a very wide 84 degree angle of view.<\/li>\n<li>Here\u2019s a fun example to understand why small units are important.<\/li>\n<li>MM stands for &#8220;merry meet,&#8221; which is a way of saying, &#8220;welcome&#8221; to a group of people.<\/li>\n<\/ul>\n<p>For zoom lenses, another consideration is whether the lens has a fixed maximum aperture or whether it has a variable one. Soon that size became known as \u201cfull frame\u201d and smaller sensors became known as \u201ccrop sensor\u201d cameras. That\u2019s because the field of view is narrower, making it appear cropped compared to the full frame field of view. Between 16mm to 24mm is best for landscape photography, 35mm to 85mm is best for portrait photography, and 300mm plus is best for sports and wilidlife photography. Getting a zoom lens means that you can cover all of these focal lengths in one to three lenses, reducing your overall cost.<\/p>\n<p>\u201cMillimeter\u201d is a unit of length that equals one-thousandth of a meter. It is a small unit of measurement compared to the centimeter, meter, inches, and feet we are familiar with. MM is especially useful when communicating your longing for something or someone online.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"252px\" alt=\"what does mm mean\"\/><\/p>\n<p>Some prime lenses are so thin that they\u2019re referred to as pancake lenses, while some high-end, expensive zooms are nearly too heavy to handhold, requiring a monopod or tripod instead. Lenses designed only to work with crop <a href=\"https:\/\/www.apzomedia.com\/bookkeeping-startups-perfect-way-boost-financial-planning\/\">https:\/\/www.apzomedia.com\/bookkeeping-startups-perfect-way-boost-financial-planning\/<\/a> sensor cameras are marked with the same focal length as would any other lens, because that\u2019s something built into the design of the lens. For prime lenses, which have a single focal length, the notation is straightforward.<\/p>\n<p>The Canon EF mm f\/4-5.6 IS II USM lens, aimed at a more general audience, costs $599 and weighs 1.56 pounds, or 710 grams, around half the weight of the mm L lens above, despite it\u2019s much longer focal length range. Unlike the mm lens, the mm lens gets longer as it zooms, changing in length from 5.73 inches \u2014 145.5mm \u2014 to 8.46 inches \u2014 215mm. The maximum aperture, or f-number, of a lens, is the ratio between the focal length of the lens and the diameter of the entrance pupil.<\/p>\n<div style='text-align:center'><iframe width='568' height='316' src='https:\/\/www.youtube.com\/embed\/tcjJV2jGW8M' frameborder='0' alt='what does mm mean' allowfullscreen><\/iframe><\/div>\n","protected":false},"excerpt":{"rendered":"<p>Content Acronyms &#038; Abbreviations Dictionary Entries Near mm-hmm British Dictionary definitions for mm (1 of From our Multilingual Translation Dictionary Units of measurement Posts by Topic Prime Vs. Zoom Usually, ultrawide wide angle lenses are used for landscape and architecture photography, while normal lenses are versatile because they offer a neutral, undistorted angle of view. 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