仁杰方案商城
特约卖家
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    2014年08月18日
  • 个人简介
    1.技术专利提供商 2.机器人,机械臂软硬件方案解决商 3.国产芯片开发板提供商 4.单片机控制类,电源类解决方案商 5.各类竞赛课题解决方案
  • ¥ 59

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    MM32F103C8T6最小系统板(原理图+PCB+bom表...

    MM32F103C8T6最小系统板(原理图+PCB+bom表+集成库+库函数+例程+用户手册)低成本支持多项目开发力挺国产芯片!全网首家MM32F103C8T6最小系统板(原理图+PCB+bom表+集成库+库函数+例程)产品及方案广泛应用于工业控制、智能家电、智慧家庭、可穿戴式设备、汽车电子、仪器仪表等领域。目前的主要工作是替代ST的M0/M3。硬件资源跟ST同型号一样,可pin对pin替换,软件只需做库函数移植。MM32F103使用高性能的ARM® Cortex®-M3 32位的RISC内核,最高工作频率为96MHz,内置高速存储器,丰富的增强I/O端口和联接到两条APB总线的外设。所有型号的器件都包含2个12位的ADC、2个12位的DAC、2个电压比较器、3个通用16位定时器和1个PWM定时器,还包含标准和先进的通信接口:多达2个I2C接口和SPI接口、3个UART接口、一个 USB接口和一个CAN接口。MM32F103产品供电电压为2.5V至5.5V,包含-40°C至+85°C温度范围和-40°C至+105°C的扩展温度范围。一系列的省电模式保证低功耗应用的要求。MM32F103C8T6最小系统板载资源如下:1.USB 供电;2.MCU可选择3.3V或者5V供电3.mcu功耗测量接口4.带复位和唤醒5.GPIO 口全部引出6.电源扩展接口(3.3V和5V)7.ADC接口8.J-LINK-SWD9.板子尺寸:76mm*47mm(盾形最大长*宽)MM32F103C8T6最小系统板开板实物图:此MM32F103C8T6最小系统板开板已量产,应用于工业控制、智能家电、智慧家庭、可穿戴式设备、汽车电子、仪器仪表等领域。目前的主要工作是替代ST的M0/M3。硬件资源跟ST同型号一样,可pin对pin替换,软件只需做库函数移植。已和多家合作用MM32F103C8T6代替STM32F103C8T6等控制芯片,成功的降低了产品的成本同时产品的性能保持不变,极大的提高了企业的经济效益。注:1.需要合作的或者需要此最小开发板(有库存)的可以联系我。 2.本人上传的所有方案仅供发烧友参考,如若用于商业开发,请联系本人,作进一步的沟通,合作!否则产生的一切后果由购买者自行承担!
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    Altium Designer绘制3D元件PCB封装库(常用...

    吐血整理Altium Designer绘制3D元件PCB封装库(常用版)之281类电源接线端子/接口3D元件PCB封装尽收此库。从此再也不用担心电源接线端子/接口PCB封装啦!
  • ¥ 199

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    基于STC12C5A60S2单片机的LED跳动音乐频率设计方...

    基于STC12C5A60S2单片机的LED跳动音乐频率设计方案 主要实现如下功能:1.LED显示屏的跳动随音乐频率的变化而变化;2.音乐频率高,LED显示屏跳动快;3.音乐频率低,LED显示屏跳动慢;有实物需要的尽快联系我哦!数量有限,先到先得!注:本人上传的所有方案仅供发烧友参考,如若用于商业开发,请联系本人,作进一步的沟通,合作!否则产生的一切后果由购买者自行承担!
  • ¥ 1

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    Altium Designer绘制3D元件PCB封装库(常用...

    吐血整理Altium Designer绘制3D元件PCB封装库(常用版)之59类电感3D元件PCB封装尽收此库。从此再也不用担心电阻3D元件PCB封装啦!

    DIY创意产品     发布时间:     pcb封装 3d元件 电感3d元件pcb封装

  • ¥ 66

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    基于stm32的智能台灯完整设计方案(电路图+源程序++bo...

    基于stm32的智能台灯完整设计方案本设计实现如下功能:1.要求人体靠近台灯(1.5米)时且环境较暗时,红外感应开灯。2.当人在台灯下工作时间过长(45分钟)或过于靠近时(设定靠近距离用于近视形成防护),通过闪烁灯提醒人注意保持距离(可手动停止闪烁或关闭该功能)。3.当人离开(或者亮度变亮时)智能关灯。4.小夜灯功能,夜间有声音时,以较小亮度打开灯,持续3分钟关闭。5.可设置多个亮度挡位以及可调色温(触控开关),可设置为普通台灯(关闭智能)。注:本人上传的所有方案仅供发烧友参考,如若用于商业开发,请联系本人,作进一步的沟通,合作!否则产生的一切后果由购买者自行承担!

    DIY创意产品     发布时间:     红外感应 触控开关 stm32的智能台灯

  • ¥ 199

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    基于51单片机数字信号发生器的设计完整方案(原理图+源代码+...

    基于51单片机数字信号发生器的设计完整方案1.设计内容设计一个基于51单片机数字信号发生器,采用51系列单片机作为控制核心,系统包括按键部分、显示部分、波形输出与放大部分;通过按键对输出信号的波形、幅值、频率进行设定,系统至少能输出三种不同的信号。实现的基本功能有:(1)输出不同的信号功能;(2)输出信号幅度设置功能;(3)输出信号频率设置功能;(4)信号参数显示功能;2.应达到的技术指标要求有(1)信号发生器能产生正弦波、方波和三角波三种周期性波形;(2)输出信号的频率值可通过键盘进行调节,10kHz以内;(3)输出信号的电压值可通过键盘进行调节;(4)可实时显示输出信号的类型、周期、幅值,输出信号波形无明显失真;(5)自制稳压电源。注:本人上传的所有方案仅供发烧友参考,如若用于商业开发,请联系本人,作进一步的沟通,合作!否则产生的一切后果由购买者自行承担!
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    基于stm32单片机控制OLED 屏幕液晶显示系统完整方案(...

    基于stm32单片机控制OLED 屏幕液晶显示系统完整方案设计并实现如下:1.能显示英文汉字图片图像; 2.能二分屏显示图片; 3.四分屏显示图片; 注:本人上传的所有方案仅供发烧友参考,如若用于商业开发,请联系本人,作进一步的沟通,合作!否则产生的一切后果由购买者自行承担!
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    基于单片机的防火防盗报警系统设计方案(源程序+仿真电路+bo...

    基于单片机的防火防盗报警系统设计方案本设计实现如下功能:1.主人进入时有密码控制,有外部闯入时有报警,报警控制点1个门5个窗,都有传感器和热释电红外报警(仿真用变阻器代替)。2.有5个房间都装有温度和烟雾传感器,达到设定值时报警。3.密码锁4位密码,密码输入控制时间15s,输入错误或者15s未输入则报警。密码锁用4*4矩阵按键和lcd显示,0-9,取消,确定,设置按键,密码锁可以重新更改密码。4.单片机用at89c52,温度传感器DS18B20,烟雾MQ-2(仿真变阻器代替)接AD转换ADC0832。5.有几个独立按键:(1)设置总开关可以关闭单片机部分功能但不能关闭密码锁的功能。(2)可以通过按键设定温度和烟雾传感器设定值的高低注:本人上传的所有方案仅供发烧友参考,如若用于商业开发,请联系本人,作进一步的沟通,合作!否则产生的一切后果由购买者自行承担!
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    基于太阳能的多电源供电设计方案(原理图+源程序+bom表+演...

    基于太阳能的多电源供电设计方案本设计具体设计并实现如下:1.多电源就是两个电源,一个太阳能电池输出12V,一个直流锂电池组;2.负载首先由太阳能直接供电,发现太阳能供电功率不足时启动锂电池组一起供电(并联供电开关模拟量的并联供电设计,要求两个电源的分配电流比例可调,并且能显示出两个电流分配情况)。主电路设计实物图:注:由于演示视频文件比较大,后台上传不了,购买的客户可想我索取演示视频,谢谢! 注:本人上传的所有方案仅供发烧友参考,如若用于商业开发,请联系本人,作进一步的沟通,合作!否则产生的一切后果由购买者自行承担!

    电源管理     发布时间:     单片机 stm32 diy制作 毕业设计 原理图

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    双输入单输出HDMI视频信号切换器(原理图+源代码+bom

    双输入单输出HDMI视频信号切换器实物图如下: HDMI视频信号两路输入,一路输出,通过按键可以选择其中一路输出。注:本人上传的所有方案仅供发烧友参考,如若用于商业开发,请联系本人,作进一步的沟通,合作!否则产生的一切后果由购买者自行承担!
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    TSSOP系列Altium Designer 3D封装整理,...

    TSSOP系列Altium Designer 3D封装整理,请收藏!以后再也不用愁TSSOP封装啦!注释:芯片后面接地的散热窗可根据实际需求添加合适的尺寸!!!

    其他     发布时间:     altium designer 3d封装 tssop系列

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    AD 元件封装库3D效果step 文件整理,强烈推荐

    搬砖的体力活留给我们,为您节省宝贵的时间。我们是AD 元件封装库3D效果step 文件 的搬运工!部分文件截图如下:

    其他     发布时间:     封装库 step 文件 ad元件

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    K60最小系统扩展学习板/验证板(原理图+PCB)

    K60最小系统扩展学习板/验证板(原理图+PCB)此板用于对K60最小系统的学习,或者验证测试,简单!方便!实用!只需要把购买回来的最小系统插在这个扩展板上,就可以学习或者对某一个模块或者传感器程序进行验证测试等等。带有如下资源接口:1.串口接口;2.SPI接口;3.AD/DA接口;4.5V接口;5.和51通信的模拟SPI;6.其他扩展接口。

    DIY创意产品     发布时间:     单片机 k60硬件设计

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    Altium Designer绘制3D元件PCB封装库(常用...

    吐血整理Altium Designer绘制3D元件PCB封装库(常用版)之59类电阻3D元件PCB封装尽收此库。从此再也不用担心电阻3D元件PCB封装啦!

    其他     发布时间:     pcb封装库 altium designer 3d元件

  • ¥ 199

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    LED照明灯及其检测装置(原理图PCB+源程序+仿真+演示视...

    1.设计并制作一个高效可控白光LED照明灯及其检测装置,采用5V单电源供电,用TI的TPS61062芯片驱动4~5只白光LED进行照明。 要求 能对输出到LED上的功率进行测量和显示, 能对输出到LED上的电流进行预置和控制,通过按键可以从0到20mA按照 最小0.1mA的步距递增。2.检测部分,用光敏器件制作一个照度检测仪,将照度仪放在离LED灯15cm处,使其能同时接受自然光和LED灯的照射,仪器 能对照射到光敏器件上的照度进行显示(显示两位有效数字)。3.基于51单片机来做,通过PWM改变脉冲占空比来改变电流,使LED灯亮度增加,最后将检测到的照度显示出来电源部分采用三端式稳压电源7805,把220V转换成5V。

    测试与测量     发布时间:     led照明

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    可编程任意定时器(原理图+源程序+论文+演示视频+流程图+操...

    智能定时器具有的功能:一、时间显示,能够显示分钟以及秒二、时间调节,可以自由调节想要显示的时间三、定时。可以自由设定时间四、提示,加了蜂鸣器提示功能,当到达定时时间时,蜂鸣器报警提示附件资料:

    其他     发布时间:     51

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    基于51单片机的人体追踪可控的电风扇 (源程序+功能使用说明...

    内容:设计一个人体追踪可控的电风扇,该电风扇应具有人体追踪,智能开关,智能调速的功能。要求:(1)了解单片机、传感器和电机的知识;(2)通过PWM调速的原理来实现风扇随着不同温度自动调速的功能,当人走后风扇停止转动;(3)可采用按键控制的方法设置温度上限及下限,按键具有连加、边减的功能;(4)通过多个红外传感器产生不同的信号和单片机控制电机转动实现电风扇随着人的走动自动转动功能;(5)显示频可显示温度值和风扇所处工作状态。

    其他     发布时间:     51单片机 毕业设计

  • ¥ 99

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    基于STM32的电子交通协管控制系统(原理图+源程序+bom...

    提高城市路网的通行能力、实现道路交通的科学化管理迫在眉睫。本课题拟研制基于STM32的电子交通协管控制系统设计,能够自动检测人行道的道路信息,有效地阻止和放行非机动车辆;并与交通控制中心进行实时通信,控制中心可以从控制室的监控画面结合道路信息进行红绿灯的合理切换。 通过本课题的研究,使学生对自动控制、自动检测和现场总线技术有所掌握,提高实践应用能力.本课题实现功能如下: :通过人体红外粗略检测人行道上的人流量,同时用语音模块提示人流量大非机动车辆禁止通过。:通信模块,将检测到的人流量信息传递到单片机用显示屏来显示人流量大等提示信息,:单片机控制三个灯来模拟交通灯的运行,同时能够有内部电源当用光照度传感器检测到光照度不够开启内部电源。

    DIY创意产品     发布时间:     stm32f103zet6

  • ¥ 199

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    基于单片机的辅助学习机设计(原理图+源程序+论文+模块资料+...

    《基于单片机的辅助学习机设计》 需要做出个时间系统(类似电子时钟,万年历)。能在液晶显示模块LCD1602上显示设计单片系统(存储,显示)。蜂鸣器,按键功能画出设计总体框架和硬件电路设计功能分布安排写出软件的流程编程 ps:需要用51单片机。C语言编程。单片机扩展液晶显示模块LCD1602,蜂鸣器需要实现的功能:辅助学习机内部能通过学习遗忘曲线自行设计一个计划安排表(学习时间20天~30天),当我启动学习机时,上面能显示时间(今天的北京时间和需要学习多久的时间),会有蜂鸣器发出声音提醒我们应该开始学习注意液晶显示模块上显示今天需要学习多久时间,之后并会有声音提醒今天的学习时间已经完成*重点:学习多久时间(老师可以说举例辅助学习机安排学习的知识可以是英语单词。容易完成一点)因为辅助学习机是通过学习遗忘曲线来设计学习计划的,所以液晶显示模块上显示的不仅是学习新知识的时间还包括了需要复习昨天或者前几天的学习时间(第一天不需要复习时间)所以:每天启动辅助学习机的时候不仅安排需要学习新的知识的时间,还要安排复习的时间概括:一.可以进行学习时间管理和时间分配 二.可以滚动安排支配时间说明:基于单片机的辅助学习机设计 计划复位键 时间调节键 AT24c02芯片<img style="width: 564px;" 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

    DIY创意产品     发布时间:     辅助学习机

  • ¥ 99

    4
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    语音控制家庭照明的设计(原理图+源程序+视频演示+bom表+...

    本设计实现功能:利用stm32和ld3320语音识别模块 实现: 语音控制流水灯,如从左向右闪烁或者点亮指定的灯。注释:1.购买的器件和模块的购买链接详见bom表;2.实现功能及操作详见视频演示。

    DIY创意产品     发布时间:     语音控制