<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>아케이드나인 &#187; FinTech</title>
	<atom:link href="http://arcade9.net/?cat=44&#038;feed=rss2" rel="self" type="application/rss+xml" />
	<link>http://arcade9.net</link>
	<description>arcade9, 아케이드나인</description>
	<lastBuildDate>Tue, 10 Jun 2025 16:40:04 +0000</lastBuildDate>
	<language>ko-KR</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=4.2.2</generator>
	<item>
		<title>The Method To Make Your Own Cryptocurrency: Step By Step Guide Whitebit Blog</title>
		<link>http://arcade9.net/?p=1453</link>
		<comments>http://arcade9.net/?p=1453#comments</comments>
		<pubDate>Wed, 06 Sep 2023 01:29:36 +0000</pubDate>
		<dc:creator><![CDATA[arcade9]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://arcade9.net/?p=1453</guid>
		<description><![CDATA[When it involves cryptocurrencies, a smart contract is a kind of blockchain program, which acts as a digital agreement and implies the implementation of a sure set of rules. The program performs the actions you need, provided that the desired circumstances are met. In other words, each parties to the method can calmly work together [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>When it involves cryptocurrencies, a smart contract is a kind of blockchain program, which acts as a digital agreement and implies the implementation of a sure set of rules. The program performs the actions you need, provided that the desired circumstances are met. In other words, each parties to the method can calmly work together with one another (say, conduct a transaction) with out worrying about belief. After all, if the rules aren’t followed, the contract is routinely canceled. If creating a cryptocurrency using an current blockchain platform, this might require a lower funding because of a 3rd get together dealing with tools and coding on your behalf. To keep things easy, we will assume you’re going to create a cryptocurrency with a real purpose and vision.</p>
<p>Even where cryptocurrency is authorized, it’s attainable to run afoul of present securities regulations when launching and selling a new cryptocurrency. After you download and modify the supply code of an existing blockchain, you continue to must work with a blockchain auditor and procure skilled legal recommendation. Native cash, which by definition have their very own blockchains, are thought of as superior to tokens, that are digital currencies that operate on different blockchain networks. That will assist you ensure that you enter the market totally knowledgeable and prepared. Cryptocurrencies were originally created to enable secure and decentralized peer-to-peer transactions without the necessity for intermediaries like banks.</p>

<p>Adhere to the authorized and regulatory necessities related to your cryptocurrency project. Compliance can range by area and project type and is crucial for avoiding authorized points. Educate your team and customers in regards to the dangers, greatest practices, and responsible use of cryptocurrency, ensuring they will acknowledge and respond to potential threats.</p>
<h2>Causes For Beginning A Cryptocurrency</h2>
<p>On the opposite hand, you possibly can create a cryptographic token utilizing an current blockchain. Many entrepreneurs have launched their ICOs (Initial Coin Offerings) using the Ethereum blockchain platform. Building a base cryptocurrency utilizing automated tools takes a couple of minutes. However, altering the present blockchain code requires significant technical expertise. Another option is to create your blockchain and develop a coin based on it. However, it requires considerable technical expertise in the development and an investment of time and money.</p>

<p>It just isn&#8217;t as straightforward because it appears, however it&#8217;s not as exhausting as building your personal. You will nonetheless want improvement, basic cryptocurrency, and technical expertise to achieve the desired design. The codes are accessible, and you&#8217;ll download them straight from GitHub. Coding a cryptocurrency from scratch is hard, and it takes a lot of time. There are open-source cryptocurrency codes on GitHub for Litecoin and Bitcoin. For that, you&#8217;ll find a way to hire a growth group to complete the task.</p>
<h2>#4 Non-fungible Tokens (nfts)</h2>
<p>By aligning your project with a selected use case, corresponding to DeFi or NFTs, you can innovate within that area and doubtlessly drive extra adoption. However, it’s essential to navigate the legal elements <a href="https://www.xcritical.com/blog/how-to-make-your-own-cryptocurrency-a-beginners-guide/">how to make your own cryptocurrency coin</a> of cryptocurrency creation, ensuring your cryptocurrency complies with the related regulations. There are two ways to create your personal cryptocurrency, similar to coin creation and token creation.</p>
<ul><li>Therefore, it&#8217;s all the time important to inform the audience about all plans, actions, and partnerships associated to the project.</li><li>This permits the system to track the data and make cryptocurrency transactions accountable.</li><li>You can create your personal bitcoin and Cryptocurrency on numerous Blockchain networks with unique features as per your desired business wants.</li><li>You can generate it on your own or use a 3rd party to create the tackle for you.</li><li>The answer is yes, just hold reading, and we&#8217;ll explain to you every little thing level by point.</li><li>And this name is true for any crypto coins apart from bitcoins (these pioneering coins don’t need any further clarification).</li></ul>
<p>It is one of the major change platforms for nonfungible tokens (NFTs), gaining more popularity. Ethereum runs on a digital machine which allows customers to develop good contracts. The success of your cryptocurrency project hinges not solely on the underlying know-how but additionally on community building and advertising efforts. Your advertising strategy ought to embody extra than simply the basics.</p>
<h2>The Method To Make A Cryptocurrency Step-by-step?</h2>
<p>DeFi platforms permit users to borrow, lend, trade, and earn curiosity on their cryptocurrencies. Miners are compensated with bitcoins in change for solving explicit mathematical challenges on equipped computer methods. It would take a human about 10minutes to mine one bitcoin, however the course of takes about 30days in actuality.</p>
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="309px" alt="how to make your own cryptocurrency coin"/>
<p>Once you’ve decided the way you need to create a cryptocurrency, here’s what to assume about in growth and the general steps of going through the creation process. After accomplishing all of the steps talked about above, it&#8217;s time to move on to ICO/STO advertising. Social media, press media, visitor running a blog, e mail advertising, and general promotion are all nice places to start out.</p>
<p>Use intrusion detection and monitoring tools to track and analyze network and system exercise. Implement alerts for uncommon patterns or behaviors that might point out a security breach. Outdated dependencies can introduce identified vulnerabilities into your code. Stay knowledgeable about security patches and updates for libraries and dependencies and apply them promptly. The subsequent dependency is Ganache, a neighborhood in-memory blockchain.</p>
<h2>The Way To Create A Cryptocurrency: 10 Key Enterprise Steps</h2>
<p>To show we&#8217;re skilled specialists, we might like to explain certainly one of our initiatives in some element. Charles Lee was going to hyperlink the worth of his coin to the value of silver. By paying due consideration to all the above factors, you improve the prospects of your project at instances.</p>
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.com/wp-content/uploads/2022/12/best-crypto-exchange-uk-in-2022-768x511.webp" width="303px" alt="how to make your own cryptocurrency coin"/>
<p>It has two nodes, discovery and communications, and they&#8217;re the primary modules that facilitate the transactions on the network. It is doubtless considered one of the extremely efficient processes to construct a cryptocurrency. After acquiring it, search skilled authorized and auditing steering.</p>

<p>Thanks to the distributed nature of blockchains, every transaction is recorded and the records are immune to adjustments. At the same time, if a crypto address is not publicly confirmed, no one will know who made a transaction and who received the cryptocurrency. If you&#8217;re serious about tips on how to create a cryptocurrency, you first must know the professionals and cons. Read on to study more about why cryptocurrencies are in style and why you must use cryptocurrency in your business operations.</p>
<div style='text-align:center'><iframe width='569' height='311' src='https://www.youtube.com/embed/QhDj73fqPQk' frameborder='0' alt='how to make your own cryptocurrency coin' allowfullscreen></iframe></div>
<p>Whenever a crowd sale ends, it can be finalized by an administrator. Whenever this happens, all the  reserved tokens shall be distributed to the suitable accounts and the group sale will officially be over. For example, having your cryptocurrency may help you make sooner payments at a decrease price than bank transfers in case you are a world dealer. Building a strong neighborhood by way of in style social networks, specifically Discord, Telegram, Reddit, Medium, and Twitter, is important. Regular interaction and exercise in social networks let you entice a much larger new audience to interact with the product and  study the project. Therefore, it&#8217;s all the time necessary to tell the viewers about all plans, actions, and partnerships related to the project.</p>
<p>Platforms like the Ethereum blockchain are designed to host the cryptocurrencies of many different builders. The resulting new foreign money would be classified as a token, which is any digital cash that is not native to the blockchain on which it operates. APIs are a unbelievable way to construct trust with a neighborhood of developers and tech fanatics. Token normal and can be written in C++ or some other WebAssembly appropriate language. Due to the absence of transaction charges, the blockchain allows excellent scalability, many transactions per second, and cost-effectiveness.</p> ]]></content:encoded>
			<wfw:commentRss>http://arcade9.net/?feed=rss2&#038;p=1453</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Centralized Vs  Decentralized Crypto Exchanges</title>
		<link>http://arcade9.net/?p=3346</link>
		<comments>http://arcade9.net/?p=3346#comments</comments>
		<pubDate>Tue, 27 Sep 2022 01:39:31 +0000</pubDate>
		<dc:creator><![CDATA[arcade9]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://arcade9.net/?p=3346</guid>
		<description><![CDATA[This means to buy crypto for the first time, and you&#8217;ll usually need centralized exchange meaning to use a CEX and undergo the KYC course of in some unspecified time within the future. For this, users deposit assets into good contracts called liquidity pools. These swimming pools mechanically execute trades based on predefined mathematical formulation [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>This means to buy crypto for the first time, and you&#8217;ll usually need <a href="https://www.xcritical.in/blog/what-exactly-is-a-centralized-crypto-exchange/">centralized exchange meaning</a> to use a CEX and undergo the KYC course of in some unspecified time within the future. For this, users deposit assets into good contracts called liquidity pools. These swimming pools mechanically execute trades based on predefined mathematical formulation quite than relying on individual purchase and promote orders. A centralized exchange makes use of an order book system to facilitate crypto trading. It lists all the purchase and sell orders, displaying the value and quantity of every order.</p>
<h2>What Are Centralized Cryptocurrency Exchanges?</h2>
<p>The DEX would fulfill it through the use of the funds from the AMM and your commerce could be complete. The tokens would go directly into your wallet, with no deposits and withdrawals needed. Essentially, if you wish to purchase cryptocurrency, you submit a buy order. If somebody provides to promote the same amount that you are buying, the system will match your orders.</p>
<h2>How Does A Centralized Change Work?</h2>
<p>Therefore, users are prone to consider DEXs or decentralized exchanges as an various to centralized exchanges. Most essential of all, the growth of the DeFi motion serves viable implications for the adoption of decentralized exchanges. Decentralized exchanges have grown in recognition in latest times, which has solely added to the robust global infrastructure for digital asset trade. While an thrilling technological innovation, DEXs are unregulated and generally do not allow you to transact with fiat foreign money.</p>
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/etp-vs-etf-understanding-the-key-differences-768x512.webp" width="403px" alt="How does Centralised exchange work"/>
<h2>In Relation To Cryptocurrency Lending, Tons Of Things Equate To An Excellent Incomes Profile Additionally, The Borrowing Part Of…</h2>
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="403px" alt="How does Centralised exchange work"/>
<p>In the order matching approach, crypto exchanges match the buy and promote orders which have the identical pricing. On the other hand, CEXs may additionally function market makers with the provision of liquidity to tokens for bettering the execution pace. Centralized exchanges comply with a strong method to choices regarding the addition of tokens for trading on the change. Every token goes by way of a comprehensive analysis on the grounds of different components before being listed on a CEX. Most of the centralized crypto exchanges listing tokens on the basis of their reputation, market capitalization and different utilities.</p>
<h2>Historical Past Of Centralized Cryptocurrency Exchanges</h2>
<p>DEXs typically undergo from poor liquidity and low buying and selling volume, which characterize a big problem for their widespread adoption in the blockchain trade. Despite DEXs’ increasing recognition, centralized exchanges remain the simplest and safest means for new and intermediate crypto users to accumulate and commerce crypto assets. Before you can start trading on a centralized exchange, most CEXs will confirm your identity and full Know Your Customer (KYC), Anti-Money Laundering (AML), and Counter Terrorism Financing (CFT) checks. These all-important procedures assist exchanges forestall criminal activity from taking place on their platforms. Exchanges additionally typically use multi-signature wallets, which require multiple entities to signal a transaction earlier than funds could be accessed.</p>

<p>We talked about this as properly when we mentioned that you must deposit cash into your account. After you buy crypto, it&#8217;s saved in your portion of the exchange’s wallet. Until you withdraw it to a private wallet, these coins and tokens are also in the exchange’s custody. Centralized exchanges are identified for providing a wide range of orders to reinforce your buying and selling experience.</p>
<h2>Launchpad Vs Launchpool: How Binance’s Platforms Differ</h2>

<p>Centralized exchanges are currently utilized by the vast majority of crypto customers. Decentralized and hybrid exchanges are slowly gaining in prominence, but are still a lot less well-liked. Let’s say that you just want to trade a cryptocurrency that runs on Ethereum’s blockchain. You would then have to attach your personal pockets to the change and submit your order.</p>
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/xcritical-uninterrupted-fast-48-768x425.webp" width="409px" alt="How does Centralised exchange work"/>

<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/introducing-brokers-ib-vs-white-label-what-s-the-difference--img-1-768x512.webp" width="409px" alt="How does Centralised exchange work"/>
<p>To take part, users must create an account, and most CEXs require Know-Your-Customer/Anti-Money Laundering (KYC/AML) ID verification. The exchanges match patrons and sellers using an order guide, where orders are requests to buy or sell a certain quantity of a cryptocurrency at a particular price. This system aggregates consumer orders, with special software matching and executing corresponding buy and promote orders. Decentralised exchanges within the cryptocurrency space have emerged as a part of the decentralised finance (DeFi) movement. Unlike CEXs, decentralised exchanges are peer-to-peer marketplaces, with no central authority involved. They don&#8217;t retailer the customers data on their servers, transactions are executed automatically by way of blockchain, and their services do not require compliance with the regulatory standards.</p>
<p>The typical sort of prices include fund transfer charges to/from the user’s bank account, maker or taker charges, and sure transaction charges primarily based on trading volume. Cryptocurrency exchanges, whether or not centralized and decentralized, are very new as an idea. Just like traditional stock and commodities exchanges, cryptocurrency exchanges are additionally kinds of platforms that facilitate its participants to trade in numerous sorts of cryptocurrencies. Centralized crypto exchanges create a safer, easier, and more comfy expertise for people trying to get involved with crypto. These benefits of centralization are what first motivated many individuals to open centralized crypto exchanges quite than decentralized ones. As of 2020, CEXs are probably the most widespread mode of operation for cryptocurrency exchanges.</p>
<p>A CEX aggregates orders positioned within the order book by its users after which uses special software program to match and execute the corresponding buy and promote orders. Additionally, they permit developers to record their project’s tokens topic to the property passing a vetting process. Learn extra about Consensus 2024, CoinDesk&#8217;s longest-running and most influential event that brings collectively all sides of crypto, blockchain and Web3. Here’s how a lot tax you&#8217;ll be paying in your revenue from Bitcoin, Ethereum, and different cryptocurrencies. This guide breaks down everything you have to find out about cryptocurrency taxes, from the excessive stage tax implications to the actual crypto tax types you have to fill out.</p>
<ul><li>Centralized exchanges are presently utilized by the overwhelming majority of crypto users.</li><li>They are additionally a bit more difficult to make use of and they lack fiat on and off ramps, which implies that you can’t buy assets with fiat currencies.</li><li>To make well-informed choices, traders want to concentrate on the variations between centralised companies and their decentralised counterparts, together with the benefits and disadvantages of every.</li></ul>
<p>On the contrary, customers have their assets of their wallets and can move them to the change whenever they need to commerce. With that stated, to have the ability to commerce cryptocurrencies, you first want an account on a cryptocurrency trade. There are two forms of buying and selling platforms out there, one being centralized exchanges (CEX) and the opposite being decentralized exchanges (DEX). This information will primarily give consideration to explaining what a centralized trade is and the way it works. However, we may even be discussing DEXes as we clarify what they&#8217;re and how they differ from centralized exchanges.</p>
<p>Start with a review of the top exchanges on the idea of transaction fees, supported cryptocurrencies, security features and trading volumes. Over time, the crypto trade has become increasingly irritated with sure aspects of centralized exchanges. Centralization itself is in opposition to every little thing that crypto and blockchain stand for.</p>
<p>Higher buying and selling volume translates to lower volatility and market fluctuations, thereby proscribing the probabilities of market manipulation on CEXs. Since the time required for completing transactions is considerably bigger, the price of a specific coin or token might change between the time of initiating and completing transactions. Higher buying and selling volumes may guarantee sooner transaction processing, thereby avoiding the impact of fluctuations. The define of a centralized crypto change list could supply clear insights for individuals who know how they work.</p>
<p>A CEX is operated by a company, whereas the system and its community function a DEX. New aggregator protocols like 1inch have emerged specifically to assist bigger buyers avoid liquidity issues when utilizing DEXs. 1inch raised $12 million in 2020 in a funding spherical led by Pantera Capital.</p>
<p>Read more about <a href="https://www.xcritical.in/">https://www.xcritical.in/</a> here.</p> ]]></content:encoded>
			<wfw:commentRss>http://arcade9.net/?feed=rss2&#038;p=3346</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Functioning Of 8237 Dma Controller With Block Diagram</title>
		<link>http://arcade9.net/?p=1476</link>
		<comments>http://arcade9.net/?p=1476#comments</comments>
		<pubDate>Thu, 17 Mar 2022 00:20:17 +0000</pubDate>
		<dc:creator><![CDATA[arcade9]]></dc:creator>
				<category><![CDATA[FinTech]]></category>

		<guid isPermaLink="false">http://arcade9.net/?p=1476</guid>
		<description><![CDATA[Processor grants the bus to the controller by elevating the bus grant sign, now DMA controller is the bus master. The processor initiates the DMA controller by sending the reminiscence addresses, number of blocks of data to be transferred and course of data transfer. After assigning the data switch task to the DMA controller, as [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>Processor grants the bus to the controller by elevating the bus grant sign, now DMA controller is the bus master. The processor initiates the DMA controller by sending the reminiscence addresses, number of blocks of data to be transferred and course of data transfer. After assigning the data switch task to the DMA controller, as a substitute of waiting ideally until completion of data switch, the processor resumes the execution of this system after retrieving directions from the stack. DMA-controllers come in numerous sorts, every with specific purposes and design considerations. Common design considerations when utilizing direct memory entry controller embody memory mapping, buffer allocation, and synchronization mechanisms to forestall knowledge corruption. In conclusion, DMA (Direct Memory Access) controllers are a vital know-how that has significantly improved system performance and lowered CPU overhead in data switch operations.</p>
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/feed_images/how-ams-xsritical-can-help-to-forex-lead-generation--768x512.webp" width="308px" alt="How Does DMA Work"/>
<p>These channels are programmed by the CPU with the required parameters, such as the supply and destination addresses, and the transfer dimension. Once programmed, the direct reminiscence entry controller takes over and performs the information transfer autonomously. Firstly, direct reminiscence entry controller can significantly enhance system efficiency by offloading the CPU from data switch tasks.</p>
<h2>Direct Reminiscence Entry (dma) In Pc Architecture</h2>
<p>will the DMA controller switch knowledge. In multi-core processors, u DMA is also utilised for the aim of intra-chip data switch. Computers which might be outfitted with DMA channels are in a position to switch data to and from connected devices with a considerably lower level of CPU overhead than those that aren&#8217;t. In a related vein, a processing element within a multi-core processor is ready to switch data to and</p>
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/crypto-metaverse-technology-768x432.webp" width="309px" alt="How Does DMA Work"/>
<p>It additionally supports burst transfers, where a quantity of information transfers occur in a single operation, reducing the general switch time. However, we include working precept of direct memory access information switch. For that, DMA sends request to the microprocessor in form of HOLD signal by the I/O gadget. When microprocessor receipt of such request, the microprocessor relinquishes the handle and knowledge buses.</p>
<h2>Importance Of Direct Reminiscence Access (dma) &#8211; 1</h2>
<p>Usually, processors management all the method of transferring knowledge, proper from initiating the switch to the storage of data on the destination. This provides load on the processor and more often than not it stays in the ideal state, thus reducing the efficiency of the system. To pace up the switch of knowledge between I/O devices and memory, DMA controller acts as station grasp. The direct memory entry controller then takes management of the bus and begins transferring knowledge between the gadget and reminiscence. The CPU is only concerned in setting up the DMA-controller and receiving an interrupt when the switch is full.</p>

<p>After completion of data switch, it disables the bus request signal and CPU disables the bus grant sign thereby shifting control of buses to the CPU. The controller, which controls all DMA data transfers, is built contained in the processor board. There are two processes concerned in transferring knowledge between system memory and a one hundred ten gadget.</p>
<p>DMA, or Direct Memory Access, is a function in pc architecture that enables peripherals or units to switch knowledge to and from the memory without the direct involvement of the CPU. In embedded techniques, the place useful resource effectivity and real-time processing are paramount, DMA proves to be a priceless asset. One important part that ensures efficient information switch inside these systems is Direct Memory Access (DMA). DMA is a mechanism that enhances the efficiency of embedded systems by offloading the burden of data switch from the CPU, allowing it to focus on more crucial tasks.</p>
<h2>Direct Memory Entry (dma) &#8211; 1 &#8211; Embedded Systems (web) &#8211; Pc Science Engineering (cse)</h2>
<p>system buses to the CPU. However, this process will maintain the CPU inactive for relatively lengthy durations of time.</p>
<img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.xcritical.in/wp-content/uploads/2022/08/22c525fa-82c3-4b64-b0bd-e5cc4cedb952-768x513.webp" width="301px" alt="How Does DMA Work"/>
<p>So time to think for bulk data transfer from I/O units to reminiscence or vice-versa. Even although we look on the speed of I/O gadgets matches with the pace of microprocessor. Because in these methods the information is first transferred to accumulator after which to concerned system.</p>
<p>And informs the I/O devices of the scenario by sending Acknowledge signal HLDA. The I/O gadget withdraws the request when the info switch between the I/O system and exterior reminiscence will full. Digital Electronics, Microprocessors&nbsp;16(I) IntroductionDrect Memory Access (DMA) permits devices to switch information with out subjecting the processor a heavy overhead.</p>
<p>When channel 1&#8217;s word depend reaches FFFFH, a TC is produced that triggers the EOP output and ends the DMA service. Another benefit of using a direct reminiscence entry controller is improved knowledge switch effectivity. Data switch between gadgets and reminiscence is streamlined, and the DMA-controller ensures that the data transfer is error-free.</p>

<p>The second kind of DMA switch is referred to as a dual-cycle, dual-address, flowthrough, or fetch-and-deposit DMA transfer. As these names imply, this sort of transfer entails two memory or I/O cycles. The information being transferred is first learn from the I/O system or memory into a temporary information register internal to the DMA controller. Although inefficient as a end result of the DMA controller performs two cycles and thus retains the system bus longer, this sort of transfer is helpful for interfacing gadgets with different data bus sizes. For instance, a DMA controller can carry out two 16-bit learn operations from one location followed by a 32-bit write operation to another location. A DMA controller supporting this type of switch has two address registers per channel (source tackle and destination address) and bus-size registers, along with the standard switch count and management registers.</p>
<p>The auto initialization characteristic repeats the DMA transfer sequence by reloading the DMA channel&#8217;s present registers from the base registers on the finish of a DMA sequence and re-enabling the channel. Buffer chaining is helpful for transferring blocks of data into noncontiguous buffer areas or for dealing with doublebuffered data acquisition. With buffer chaining, a channel interrupts the CPU and is programmed with the following handle and depend parameters whereas DMA transfers are being carried out on the current buffer. Some DMA controllers reduce CPU intervention further by having a sequence handle register that factors to a series control table in memory. Generally, the extra refined the DMA controller, the less servicing the CPU has to perform.</p>
<ul><li>In conclusion, DMA (Direct Memory Access) controllers are an important know-how that has greatly improved system performance and decreased CPU overhead in data switch operations.</li><li>DMA, or Direct Memory Access, is a function in pc architecture that enables peripherals or devices to transfer information to and from the memory with out the direct involvement of the CPU.</li><li>DMA controller.</li><li>High-performance embedded methods typically utilize multiple DMA controllers, each with its set of channels.</li><li>Additionally, after each knowledge switch, the channel 1 current word rely register is decremented by 1 as nicely.</li></ul>
<p>The DMA controller responds by gaining management of the system bus from the CPU and then issuing the pre-programmed reminiscence tackle. Simultaneously, the DMA controller sends a DMA acknowledge signal to the requesting gadget. This signal alerts the requesting gadget to drive the information onto the system information bus or to latch the information from the system bus, depending on the path <a href="https://www.xcritical.in/blog/direct-market-access-dma-understanding-uses-and-benefits/">What is Direct Market Access</a> of the transfer. In different words, a flyby DMA transfer appears like a memory read or write cycle with the DMA controller supplying the handle and the I/O gadget reading or writing the data. Because flyby DMA transfers contain a single memory cycle per information switch, these transfers are very environment friendly.</p>

<p>By delegating information switch duties to a dedicated controller, DMA enables the CPU to give attention to critical operations, resulting in improved overall system responsiveness. In abstract, when utilizing a DMA-controller, designers need to rigorously think about several design elements, including DMA channel configuration, precedence, synchronization, interrupt dealing with, bus entry, and error dealing with. By taking these design concerns under consideration, designers can ensure the efficient and secure operation of the system.</p>
<div style='text-align:center'><iframe width='569' height='316' src='https://www.youtube.com/embed/xAl53-0lmBg' frameborder='0' alt='How Does DMA Work' allowfullscreen></iframe></div>
<p>In this mode,  the microprocessor concurrently hundreds the present handle and word rely registers with the base tackle and word count registers during initialization. Throughout the whole DMA service, the tackle and the rely within the base registers stay fixed. The channel is prepared to perform another DMA service after auto startup with out CPU help.</p> ]]></content:encoded>
			<wfw:commentRss>http://arcade9.net/?feed=rss2&#038;p=1476</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
