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	<title>iGCSE Computing &#8211; Technology for Learners</title>
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	<title>iGCSE Computing &#8211; Technology for Learners</title>
	<link>https://technologyforlearners.com</link>
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	<item>
		<title>Spotlight on: Input &#038; Output devices</title>
		<link>https://technologyforlearners.com/spotlight-on-input-output-devices/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=spotlight-on-input-output-devices</link>
					<comments>https://technologyforlearners.com/spotlight-on-input-output-devices/#respond</comments>
		
		<dc:creator><![CDATA[Will Fastiggi]]></dc:creator>
		<pubDate>Mon, 12 Sep 2016 22:46:06 +0000</pubDate>
				<category><![CDATA[Education]]></category>
		<category><![CDATA[3D Printer]]></category>
		<category><![CDATA[barcode reader]]></category>
		<category><![CDATA[iGCSE Computing]]></category>
		<category><![CDATA[input device]]></category>
		<category><![CDATA[monitors]]></category>
		<category><![CDATA[output device]]></category>
		<category><![CDATA[printers]]></category>
		<category><![CDATA[projectors]]></category>
		<category><![CDATA[scanner]]></category>
		<category><![CDATA[sensors]]></category>
		<category><![CDATA[speakers]]></category>
		<guid isPermaLink="false">http://technologyforlearners.com/?p=2244</guid>

					<description><![CDATA[<img width="150" height="150" src="https://technologyforlearners.com/wp-content/uploads/2016/09/spotlight-on-input-output-device-150x150.jpg" class="attachment-thumbnail size-thumbnail wp-post-image" alt="" decoding="async" />An input device is any device that allows data to be entered into a computer, e.g. keyboards, mice, scanners, etc.  An output device on the other hand, is any device that allows information from a computer to be transferred to the user, e.g. a computer monitor, speakers, printers, etc.  I made this short video scribe [&#8230;]]]></description>
										<content:encoded><![CDATA[<img width="150" height="150" src="https://technologyforlearners.com/wp-content/uploads/2016/09/spotlight-on-input-output-device-150x150.jpg" class="attachment-thumbnail size-thumbnail wp-post-image" alt="" decoding="async" /><p>An <strong>input device</strong> is any device that allows data to be entered into a computer, e.g. keyboards, mice, scanners, etc.  An <strong>output device</strong> on the other hand, is any device that allows information from a computer to be transferred to the user, e.g. a computer monitor, speakers, printers, etc.  I made this short video scribe below to summarise the concepts of input device and output device for younger students:</p>
<p><iframe title="Inputs &amp; Outputs" width="1290" height="726" src="https://www.youtube.com/embed/WhlSokrfeDA?feature=oembed" frameborder="0" allow="accelerometer; autoplay; clipboard-write; encrypted-media; gyroscope; picture-in-picture" allowfullscreen></iframe></p>
<p>Specific examples of input devices:</p>
<p>&#8211; <strong>Two-dimensional scanners</strong> are used to convert and input hard-copy (paper) documents into an electronic form, which can be stored in a computer.  A bright light inside the scanner illuminates the document before a scan head moves across the document until an image of the document is produced.  This image falls onto a charge couple device (CCD), which is made up of thousands of light-sensitive elements (pixels).  Each element creates an electric charge when light falls on it, effectively turning the scanned image into a digital image.</p>
<p><img fetchpriority="high" decoding="async" class="aligncenter size-medium wp-image-2249" src="https://technologyforlearners.com/wp-content/uploads/2016/09/Canon_CanoScan_LiDE40-300x168.jpg" alt="Canon_CanoScan_LiDE40" width="300" height="168" srcset="https://technologyforlearners.com/wp-content/uploads/2016/09/Canon_CanoScan_LiDE40-300x168.jpg 300w, https://technologyforlearners.com/wp-content/uploads/2016/09/Canon_CanoScan_LiDE40-1024x576.jpg 1024w, https://technologyforlearners.com/wp-content/uploads/2016/09/Canon_CanoScan_LiDE40-330x185.jpg 330w, https://technologyforlearners.com/wp-content/uploads/2016/09/Canon_CanoScan_LiDE40-690x388.jpg 690w, https://technologyforlearners.com/wp-content/uploads/2016/09/Canon_CanoScan_LiDE40-1050x590.jpg 1050w, https://technologyforlearners.com/wp-content/uploads/2016/09/Canon_CanoScan_LiDE40-1030x580.jpg 1030w" sizes="(max-width: 300px) 100vw, 300px" /></p>
<p>Computers equipped with Optical Character Recognition (OCR) software allow the scanned text from the document to be converted into a text file format.  OCR technology is used at airports for example, to automatically input the text part of passports into the correct fields of an existing database.</p>
<p>&#8211; <strong>Three-dimensional scanners</strong> scan solid objects and produce a three-dimensional image.  A specific example are computer tomographic (CT) scanners that build up a 3D image of a solid object through a series of very thin &#8216;slices&#8217;.  Each slice can be built up by use of X-rays, radio frequencies or gamma imaging.  Together these 2D &#8216;slices&#8217; make up a representation of the 3D solid object.</p>
<p><img decoding="async" class="aligncenter wp-image-2247 size-medium" src="https://technologyforlearners.com/wp-content/uploads/2016/09/Ct-scan-300x201.jpg" alt="Ct-scan" width="300" height="201" srcset="https://technologyforlearners.com/wp-content/uploads/2016/09/Ct-scan-300x201.jpg 300w, https://technologyforlearners.com/wp-content/uploads/2016/09/Ct-scan-330x221.jpg 330w, https://technologyforlearners.com/wp-content/uploads/2016/09/Ct-scan-296x197.jpg 296w, https://technologyforlearners.com/wp-content/uploads/2016/09/Ct-scan-690x463.jpg 690w, https://technologyforlearners.com/wp-content/uploads/2016/09/Ct-scan-863x580.jpg 863w, https://technologyforlearners.com/wp-content/uploads/2016/09/Ct-scan.jpg 901w" sizes="(max-width: 300px) 100vw, 300px" /></p>
<p>&nbsp;</p>
<p>&#8211; <strong>Barcode readers</strong>, which are most commonly used at supermarket checkouts, are used to convert and input barcodes (a series of black and light parallel lines of varying thickness) as digital binary data that the computer can understand.    The barcode reader uses a red laser to scan the barcode.  Light is reflected back off the barcode; the dark areas reflect little or no light which allows the bars to be read.  The reflected light is read by sensors (photoelectric cells).  As the laser is scanned across the barcode, a pattern is generated which is converted into digital data.</p>
<p><img decoding="async" class="aligncenter size-medium wp-image-2248" src="https://technologyforlearners.com/wp-content/uploads/2016/09/barcode-reader-1392911954wjm-300x198.jpg" alt="barcode-reader-1392911954wjm" width="300" height="198" srcset="https://technologyforlearners.com/wp-content/uploads/2016/09/barcode-reader-1392911954wjm-300x198.jpg 300w, https://technologyforlearners.com/wp-content/uploads/2016/09/barcode-reader-1392911954wjm-330x218.jpg 330w, https://technologyforlearners.com/wp-content/uploads/2016/09/barcode-reader-1392911954wjm.jpg 615w" sizes="(max-width: 300px) 100vw, 300px" /></p>
<p>Another type of barcode is the Quick Response (QR) code.  This is made up of a matrix of filled-in dark squares on a light background.  Because of modern smart phones, which have built-in cameras and allow internet access on the move, QR codes can be scanned anywhere.  QR codes are ideal for storing website addresses, enabling users to quickly and easily access web links.</p>
<p>&#8211; <strong>Sensors</strong> are devices that read or measure physical properties.  These can include temperature, pressure, acidity, etc.   Since real data is analogue in nature (constantly changing), it does not have a discrete value.  Computers cannot make sense of such data and it needs to be converted into a digital format.  This is usually achieved by an analogue to digital converter (ADC), which converts physical values into discrete digital values.  Sensors are commonly used in burglar alarm systems, monitoring equipment for patients in hospital and controls in street lighting, for example.</p>
<p><img loading="lazy" decoding="async" class="aligncenter size-medium wp-image-2250" src="https://technologyforlearners.com/wp-content/uploads/2016/09/500px-Monitor_medical-247x300.jpg" alt="500px-Monitor_(medical)" width="247" height="300" srcset="https://technologyforlearners.com/wp-content/uploads/2016/09/500px-Monitor_medical-247x300.jpg 247w, https://technologyforlearners.com/wp-content/uploads/2016/09/500px-Monitor_medical-330x399.jpg 330w, https://technologyforlearners.com/wp-content/uploads/2016/09/500px-Monitor_medical-478x580.jpg 478w, https://technologyforlearners.com/wp-content/uploads/2016/09/500px-Monitor_medical.jpg 500w" sizes="(max-width: 247px) 100vw, 247px" /></p>
<p>Specific examples of output devices:</p>
<p>&#8211; <strong>Printers</strong> (inkjet printers, laser printers and 3D printers)</p>
<p><img loading="lazy" decoding="async" class="aligncenter size-medium wp-image-2251" src="https://technologyforlearners.com/wp-content/uploads/2016/09/LaserJet1012-300x240.jpg" alt="LaserJet1012" width="300" height="240" srcset="https://technologyforlearners.com/wp-content/uploads/2016/09/LaserJet1012-300x240.jpg 300w, https://technologyforlearners.com/wp-content/uploads/2016/09/LaserJet1012-1024x819.jpg 1024w, https://technologyforlearners.com/wp-content/uploads/2016/09/LaserJet1012-330x264.jpg 330w, https://technologyforlearners.com/wp-content/uploads/2016/09/LaserJet1012-690x552.jpg 690w, https://technologyforlearners.com/wp-content/uploads/2016/09/LaserJet1012-1050x840.jpg 1050w, https://technologyforlearners.com/wp-content/uploads/2016/09/LaserJet1012-725x580.jpg 725w" sizes="(max-width: 300px) 100vw, 300px" /></p>
<p>&#8211; <strong>Speakers</strong> make use of a digital to analogue converter (DAC) in which digital data is converted to an amplifier, which emerges as sound from the speaker that the user can recognise.</p>
<p><img loading="lazy" decoding="async" class="aligncenter size-medium wp-image-2252" src="https://technologyforlearners.com/wp-content/uploads/2016/09/440px-Logitech-usb-speakers-300x197.jpg" alt="440px-Logitech-usb-speakers" width="300" height="197" srcset="https://technologyforlearners.com/wp-content/uploads/2016/09/440px-Logitech-usb-speakers-300x197.jpg 300w, https://technologyforlearners.com/wp-content/uploads/2016/09/440px-Logitech-usb-speakers-330x216.jpg 330w, https://technologyforlearners.com/wp-content/uploads/2016/09/440px-Logitech-usb-speakers.jpg 440w" sizes="(max-width: 300px) 100vw, 300px" /></p>
<p>&#8211; <strong>Monitors</strong> today generally use liquid crystal display (LCD) technology.  This means that the front layer of the monitor is made up of liquid crystal diodes that are grouped together in threes or fours, which are known as pixels (picture elements).  Modern LCD monitors are also backlit using light emitting diode (LED) technology.  This gives the image better contrast and brightness.</p>
<p><img loading="lazy" decoding="async" class="aligncenter size-medium wp-image-2253" src="https://technologyforlearners.com/wp-content/uploads/2016/09/LG_L194WT-SF_LCD_monitor-300x258.jpg" alt="LG_L194WT-SF_LCD_monitor" width="300" height="258" srcset="https://technologyforlearners.com/wp-content/uploads/2016/09/LG_L194WT-SF_LCD_monitor-300x258.jpg 300w, https://technologyforlearners.com/wp-content/uploads/2016/09/LG_L194WT-SF_LCD_monitor-1024x880.jpg 1024w, https://technologyforlearners.com/wp-content/uploads/2016/09/LG_L194WT-SF_LCD_monitor-330x283.jpg 330w, https://technologyforlearners.com/wp-content/uploads/2016/09/LG_L194WT-SF_LCD_monitor-690x593.jpg 690w, https://technologyforlearners.com/wp-content/uploads/2016/09/LG_L194WT-SF_LCD_monitor-1050x903.jpg 1050w, https://technologyforlearners.com/wp-content/uploads/2016/09/LG_L194WT-SF_LCD_monitor-674x580.jpg 674w, https://technologyforlearners.com/wp-content/uploads/2016/09/LG_L194WT-SF_LCD_monitor.jpg 1373w" sizes="(max-width: 300px) 100vw, 300px" /></p>
<p>&#8211; <strong>Light projectors</strong> are used to project computer output onto larger screens.  They are often used in presentations and in  multimedia output.</p>
<p><img loading="lazy" decoding="async" class="aligncenter size-medium wp-image-2254" src="https://technologyforlearners.com/wp-content/uploads/2016/09/projector-428665_1280-300x198.jpg" alt="projector-428665_1280" width="300" height="198" srcset="https://technologyforlearners.com/wp-content/uploads/2016/09/projector-428665_1280-300x198.jpg 300w, https://technologyforlearners.com/wp-content/uploads/2016/09/projector-428665_1280-1024x677.jpg 1024w, https://technologyforlearners.com/wp-content/uploads/2016/09/projector-428665_1280-330x218.jpg 330w, https://technologyforlearners.com/wp-content/uploads/2016/09/projector-428665_1280-690x456.jpg 690w, https://technologyforlearners.com/wp-content/uploads/2016/09/projector-428665_1280-1050x694.jpg 1050w, https://technologyforlearners.com/wp-content/uploads/2016/09/projector-428665_1280-876x580.jpg 876w, https://technologyforlearners.com/wp-content/uploads/2016/09/projector-428665_1280.jpg 1280w" sizes="(max-width: 300px) 100vw, 300px" /></p>
<p>&nbsp;</p>
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		<item>
		<title>Spotlight on: Interrupts &#038; Buffers</title>
		<link>https://technologyforlearners.com/spotlight-on-interrupts-buffers/?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=spotlight-on-interrupts-buffers</link>
					<comments>https://technologyforlearners.com/spotlight-on-interrupts-buffers/#respond</comments>
		
		<dc:creator><![CDATA[Will Fastiggi]]></dc:creator>
		<pubDate>Sat, 10 Sep 2016 22:02:45 +0000</pubDate>
				<category><![CDATA[Education]]></category>
		<category><![CDATA[buffers]]></category>
		<category><![CDATA[iGCSE Computing]]></category>
		<category><![CDATA[interrupts]]></category>
		<category><![CDATA[operating system]]></category>
		<guid isPermaLink="false">http://technologyforlearners.com/?p=2233</guid>

					<description><![CDATA[<img width="150" height="150" src="https://technologyforlearners.com/wp-content/uploads/2016/09/Interrupts-Buffers-150x150.png" class="attachment-thumbnail size-thumbnail wp-post-image" alt="" decoding="async" />An interrupt is a signal sent from a device attached to the computer or from a software that the computer is running, which causes the operating system to temporarily stop what it is doing and service the interrupt.  Interrupts can occur when, for example: &#8211; an error has occurred, such as a paper jam in [&#8230;]]]></description>
										<content:encoded><![CDATA[<img width="150" height="150" src="https://technologyforlearners.com/wp-content/uploads/2016/09/Interrupts-Buffers-150x150.png" class="attachment-thumbnail size-thumbnail wp-post-image" alt="" decoding="async" /><p>An <strong>interrupt</strong> is a signal sent from a device attached to the computer or from a software that the computer is running, which causes the <a title="Spotlight on: Operating Systems (OS)" href="https://technologyforlearners.com/spotlight-on-operating-systems-os/">operating system</a> to temporarily stop what it is doing and service the interrupt.  Interrupts can occur when, for example:</p>
<p>&#8211; an error has occurred, such as a paper jam in the printer</p>
<p>&#8211; the user interrupts the current process, e.g. the &lt;CTRL&gt;&lt;ALT&gt;&lt;DELETE&gt; keys have been pressed simultaneously</p>
<p>&#8211; a software error has occurred</p>
<p>Interrupts allow computers to multitask, carrying out many tasks or having several windows open at the same time.  Operating systems have some code called an &#8216;interrupt handler&#8217;, which prioritises the interrupts and saves them in a queue.</p>
<p><strong>Buffers</strong> are used in computers as a temporary memory area, and they are essential in modern computers because hardware devices operate at much slower speeds than the processor.    A buffer accepts a stream of data at a certain rate, stores it temporarily, and then streams it out again at a different rate.  Buffers are used for example, when streaming a video from the Internet.  This ensure that the video playback does not keep stopping to wait for data from the Internet.  In the same way, many other processes taking place inside the computer may output and leave data through a buffer, which enables each process to be performed at its own rate.</p>
<p>Buffers and interrupts are often used together to allow standard computer functions to be performed.</p>
<p>&nbsp;</p>
<p><img decoding="async" 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" 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<p>The flowchart above illustrates how buffers and interrupts are used when a document is sent to the printer.</p>
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