adder

简明释义

英[ˈædə(r)]美[ˈædər]

n. 蝰蛇（欧洲产的小毒蛇）；加算器；猪鼻蛇（北美产无毒的）

复 数 a d d e r s

英英释义

单词用法

同义词

反义词

例句

1.This adder can realize the optical arithmetic operation with two inputs.

该加法器可以实现两输入的光学算术运算。

2.(3) How do you specify that you want the info of, say, an indexer setter, or a property getter, or an event handler adder?

(3)你怎样指出你想要关于，比如说，一个索引设置者，一个属性获取者，或是一个事件处理添加者的信息呢？

3.A simple adder described previously in other websites have been made, and now exist here.

一个简单的加法器描述，以前在别的网站上被发过，现在存在这里。

4.Their poison is like the poison of a serpent: they are like the deaf adder that stoppeth her ear;

他们的毒气，好像蛇的毒气。

5.The concept used is that the bits of the two numbers to be added are made available to the adder synchronously.

所用的方法是，将相加两数的各位同步地输入到加法器中。

6.Binary Addition and Subtraction, Implementation and Performance of the Full Adder, High-speed Addition, Signed Arithmetic.

二进制加减法，全加器实现及其性能，高速加法，带符号算术运算。

7.A 32-bit sparse tree adder with modified carry tree structure is proposed.

提出了一种改进进位运算的32位稀疏树加法器。

8.The software features an adder that allows users to quickly sum multiple values.

该软件具有一个加法器，允许用户快速求和多个值。

9.The digital circuit contains a binary adder for arithmetic calculations.

该数字电路包含一个二进制加法器用于算术计算。

10.She used a calculator with a built-in adder to help with her homework.

她使用了一台内置加法器的计算器来帮助做作业。

11.I programmed a simple adder in Python to add two numbers together.

我在Python中编写了一个简单的加法器来将两个数字相加。

12.In mathematics, an adder is used to perform addition operations.

在数学中，加法器用于执行加法运算。

作文

In the world of mathematics, we often encounter various terms that describe different functions and operations. One such term is adder, which refers to a device or component that performs addition. Understanding the role of an adder can greatly enhance our comprehension of both basic and advanced mathematical concepts. An adder can be as simple as a calculator or as complex as a digital circuit in a computer. The fundamental purpose of an adder is to take two or more numbers and produce their sum. This operation is one of the cornerstones of arithmetic, allowing us to solve problems ranging from everyday tasks like budgeting to complex engineering calculations.In digital electronics, there are various types of adders, including half adders and full adders. A half adder adds two single-bit binary numbers and produces a sum and a carry value. On the other hand, a full adder can add three bits: two significant bits and a carry bit from a previous addition. These components are essential in the design of arithmetic logic units (ALUs), which are crucial for performing calculations in computers. The efficiency and speed of an adder can significantly affect the overall performance of a computing system.Beyond the realm of electronics, the concept of an adder extends into everyday life. For instance, when we tally scores in a game or calculate expenses at the end of a shopping trip, we are essentially acting as human adders. This ability to add is not only fundamental in mathematics but also vital in decision-making processes. For example, if you are planning a party and need to determine how many guests will attend, you might use an adder to combine RSVPs from different sources.Moreover, the importance of the adder cannot be understated in fields such as finance and statistics. Financial analysts rely on adders to aggregate data, analyze trends, and make forecasts. In statistics, summing up data points is a critical step in calculating averages, variances, and other important metrics. The ability to effectively use an adder can lead to more accurate analyses and informed decisions.In conclusion, the adder is a fundamental concept in both mathematics and practical applications. Whether in the form of a simple calculator or a complex digital circuit, understanding how an adder works is essential for anyone looking to enhance their mathematical skills or engage in fields that require quantitative analysis. As we continue to navigate a world increasingly driven by data and technology, the ability to add efficiently will remain a valuable skill. Therefore, embracing the concept of the adder can open doors to greater understanding and success in various aspects of life, from academics to professional endeavors.

在数学的世界中，我们经常会遇到各种术语，这些术语描述了不同的功能和运算。其中一个术语是加法器，它指的是执行加法的设备或组件。理解加法器的作用可以大大增强我们对基本和高级数学概念的理解。加法器可以简单到一个计算器，也可以复杂到计算机中的数字电路。加法器的基本目的是接收两个或多个数字并产生它们的和。这一操作是算术的基石之一，使我们能够解决从日常任务（如预算）到复杂工程计算的问题。在数字电子学中，有多种类型的加法器，包括半加法器和全加法器。半加法器将两个单比特二进制数相加，并生成和与进位值。另一方面，全加法器可以加三个比特：两个有效比特和来自先前加法的进位比特。这些组件在算术逻辑单元（ALU）的设计中至关重要，而ALU对于计算机中执行计算至关重要。加法器的效率和速度可以显著影响计算系统的整体性能。除了电子学领域，加法器的概念还扩展到日常生活。例如，当我们在游戏中统计分数或在购物结束时计算开支时，我们实际上是在充当人类加法器。这种加法能力不仅在数学中是基础的，而且在决策过程中也是至关重要的。例如，如果你正在计划一个派对，需要确定将参加的人数，你可能会使用加法器来合并来自不同来源的RSVP。此外，加法器的重要性在金融和统计等领域也不容小觑。金融分析师依赖加法器来汇总数据、分析趋势并做出预测。在统计学中，汇总数据点是计算平均值、方差和其他重要指标的关键步骤。有效使用加法器的能力可以导致更准确的分析和明智的决策。总之，加法器是数学和实际应用中的一个基本概念。无论是以简单的计算器形式还是复杂的数字电路形式，理解加法器的工作原理对于任何希望提高数学技能或参与需要定量分析的领域的人来说都是必不可少的。随着我们继续在一个日益受到数据和技术驱动的世界中航行，有效的加法能力将仍然是一项宝贵的技能。因此，接受加法器的概念可以为我们在生活的各个方面（从学术到职业努力）打开更大的理解和成功之门。