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[导读]正如本系列文章上篇所讨论的,设计和优化基于热敏电阻的应用解决方案涉及到不同挑战。这些挑战包括上篇文中讨论过的传感器选择和电路配置。其他挑战有测量优化——包括ADC配置和选择外部元件,同时确保ADC在规格范围内运行以及系统优化,从而实现目标性能并确定与ADC和整个系统相关的误差源。


简介

正如本系列文章上篇所讨论的,设计和优化基于热敏电阻的应用解决方案涉及到不同挑战。这些挑战包括上篇文中讨论过的传感器选择和电路配置。其他挑战有测量优化——包括ADC配置和选择外部元件,同时确保ADC在规格范围内运行以及系统优化,从而实现目标性能并确定与ADC和整个系统相关的误差源。

热敏电阻系统优化

通过热敏电阻配置器和误差预算 计算器等易于使用的工具,客户可以轻松配置系统中的热敏电阻,包括接线和连接图。该工具以比率式配置设计具有激励电压的热敏电阻系统。它还允许客户调整传感器类型、被测温度范围、线性化和外部元件等设置,如图1所示。它确保ADC和热敏电阻传感器均在规格范围内使用。因此,如果客户选择了不受支持的选项,该工具会标记这是一个错误条件。例如,如果客户选择的最大温度值超出特定热敏电阻型号的工作范围,它就会显示错误,如图2所示。遵循推荐的范围值同样会确保系统配置符合传感器和电子器件的工作条件。


基于热敏电阻的温度检测系统(下篇):系统优化与评估

图1.热敏电阻配置器


基于热敏电阻的温度检测系统(下篇):系统优化与评估

图2.越界条件

该工具使用户能够了解不同的误差源,并且还允许进行设计优化。请注意,该工具是围绕AD7124-4/AD7124-8设计的,因此它还决定了可以连接到单个ADC的传感器数量。为了了解该工具的重要性,下面讨论热敏电阻要考虑的不同设计因素。

系统配置(激励、增益和外部元件)

与RTD类似,热敏电阻也容易自发热,因为当电流流过其中时,电阻会消耗功率。因此,设计人员必须让热敏电阻的工作电流保持在尽可能低的水平,以使其功耗不会对测量结果产生显著影响。首先,设计人员倾向于选择更高的激励电压值来产生更高的输出电压,以便充分利用ADC的输入范围。然而,热敏电阻传感器具有负温度系数,其电阻会随着温度的升高而降低,因此流过它的电流值越大,其功耗越高,从而导致自发热。

从好的方面来说,热敏电阻不需要很高的激励源值,因为在额定温度范围内,其较高的灵敏度特性可以产生从毫伏到伏特的输出电压。所以,使用ADC基准电压值之类的激励电压就足够了,并且它支持比率式配置。通过将PGA增益设置为1,该技术还能确保热敏电阻整个输出电压范围或ADC模拟输入端的电压始终处于ADC工作输入范围内。该工具使用AD7124-4/AD7124-8提供的内部2.5V基准电压。当使用1倍增益时,PGA也关断,从而减少总电流消耗。AD7124-4/AD7124-8还集成了模拟输入缓冲器,允许在外部使用不限大小的电阻和/或电容值,因此它们非常适合直接连接到外部电阻型传感器(如热敏电阻),或连接电磁兼容(EMC)滤波,而不会增加误差。但是,若在增益为1时使用ADC且使能模拟输入缓冲器,则有必要确保提供正确运行所需的裕量。该工具还允许设计人员平衡外部元件的选择,包括外部裕量电阻的容许范围、建议的检测电阻值及其容差和漂移性能。热敏电阻工具还提供常用热敏电阻类型清单,并允许设计人员输入任何类型NTC热敏电阻的标称值和beta (β)或Steinhart-Hart常数。传感器的精度、外部元件及其对系统误差的贡献,以及传感器所用线性化技术的影响,将在后面讨论。

滤波和功耗考虑

Σ-Δ型ADC使用数字滤波器,数字滤波器的频率响应在采样频率和采样频率倍数处提供0dB衰减。这意味着滤波器响应在采样频率周围被反射,因此模拟域中需要一个抗混叠滤波器。Σ-Δ型ADC本身会对模拟输入信号过采样,因此抗混叠滤波器的设计得以简化,一个简单的(单极点)RC滤波器就够了。例如,AD7124-4/AD7124-8只要求每个模拟输入串联一个1kΩ电阻,AINP到AINM之间使用一个0.1μF电容,以及每个模拟输入引脚到AVSS之间使用一个0.01μF电容。

在大多数工业应用或过程控制中,强大的稳健性是首要任务之一。系统可能会遇到来自其相邻元器件或环境的噪声、瞬变或其他干扰。出于EMC目的,模拟输入端通常使用较大的R和C值。但请注意,当转换器在增益为1的无缓冲模式下运行时,输入直接进入调制器的采样电容,因此较大RC值可能引起增益误差,因为在两个采样时刻之间,ADC没有足够的时间完成建立。对模拟输入进行缓冲可防止这些误差。

来自交流电源的干扰也会影响测量结果。因此,当器件由交流电源供电时,50Hz/60Hz抑制也是系统要求之一。AD7124-4/AD7124-8等窄带Σ-Δ型ADC的另一个优势是它提供灵活的数字滤波选项,可以将陷波频率设置为50Hz和/或60Hz。

所选滤波器类型以及所设置的输出数据速率会影响建立时间及其噪声性能。该器件还提供不同的功耗模式,用户可以调整ADC以获得最优功耗、速度或性能。系统的电流消耗或功耗预算分配高度依赖于最终应用。如果系统需要较高输出数据速率和较好的噪声性能,可以将器件配置为全功率模式。如果在合理的速度和合理的性能下需要限制功耗,则器件可以在中等或低功耗模式下运行。

除了精度或性能之外,时序也是一个因素。在大多数应用中,为了执行所有测量,需要满足特定时间要求。如果使能多个通道(即使用多个传感器),设计人员需要考虑通过数字滤波器的延迟。在多路复用ADC中,当使能多个通道时,每次切换通道都需要一个建立时间。因此,选择具有较长建立时间的滤波器类型(即sinc4或sinc3)会降低整体吞吐速率。在这种情况下,可使用后置滤波器或FIR滤波器以较短的建立时间提供合理的50 Hz/60 Hz同时抑制,从而提高吞吐速率。所有滤波器选项和输出数据速率选择的子集可以通过热敏电阻配置器和误差预算计算器进行测试。这将产生期望噪声性能,并将馈送到下一节将要讨论的系统误差计算中。请注意,输出数据速率/FS值/吞吐速率的全部选择可通过Virtual Eval在线工具获得。Virtual Eval显示了不同场景的时序,无论是测量单个还是多个热敏电阻传感器,都可以使用它来评估ADC的时序性能。

误差预算计算

如前所述,热敏电阻配置器和误差预算计算器允许用户修改系统配置以获得最优性能。图3所示的误差预算计算器可帮助设计人员了解与ADC相关的误差,以及来自系统配置的误差,无论是否进行内部或系统校准。系统错误饼图指示系统的哪个部分对系统总误差的贡献最大。因此,客户可以修改ADC或系统配置以实现最优性能。


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" alt="基于热敏电阻的温度检测系统(下篇):系统优化与评估" />

图3.热敏电阻误差预算计算器

如图3所示,ADC引起的误差不是系统总误差的重要贡献因素。在全温度范围内工作时,外部元件及其温度系数或温度漂移规格通常是整个系统的主要误差因素。

例如,如果我们在工具中将检测电阻的温度系数从10ppm/°C改为25ppm/°C,您会发现系统总误差显著增加。因此,必须选择具有较好初始精度和较低温度系数的检测电阻,以使任何可能的温度漂移误差最小。

AD7124-4/AD7124-8提供不同的校准模式,使用校准可进一步减少测量误差。建议在上电或软件初始化时进行内部校准,以消除标称温度时的ADC增益和失调误差。请注意,该工具使用的增益设置为1。AD7124-4/AD7124-8出厂校准增益为1,所得增益系数是器件的默认增益系数。因此,该器件在增益为1时不支持进一步的内部满量程校准。注意,在标称温度进行的内部校准只能消除AD7124-4/AD7124-8的增益和失调误差,而不能消除外部电路引起的增益和失调误差以及任何漂移误差。执行系统校准可消除外部误差。在不同温度点执行校准也可改善漂移性能。但是,这会增加成本和工作量,并且可能不适合某些应用。

故障检测

对于恶劣环境或安全很重要的应用,诊断特性越来越重要,甚至必不可少。即使对于非安全设计,诊断也能提高稳健性,确保设计的所有模块都正常运行,并且处理器仅接收和处理有效数据。AD7124-4/AD7124-8中的嵌入式诊断减少了对外部元件实现诊断的需求,使得解决方案尺寸更小、时间更短且成本更低。诊断包括:

► 检查模拟引脚上的电压电平,确保其在额定工作范围内

► 基准电压检查

► 串行外设接口(SPI)总线的循环冗余校验(CRC)

► 存储器映射的CRC

► 信号链检查

这些诊断使得解决方案更强大。

热敏电阻系统评估

对系统设计进行概念化并了解预期系统性能之后,设计师的下一步是制作原型并验证设计的性能。CN-0545是Circuits from the Lab®参考设计,它利用EVAL-AD7124-4/EVAL-AD7124-8评估板及其评估软件提供0.1°C精度的热敏电阻的测量数据。CN-0545中的电路使用一个10kΩ、44031型NTC热敏电阻传感器,其额定测量范围为–50°C至+150°C,0°C至+70°C之间的精度为±0.1°C,更宽温度范围内的精度为±1°C。

图4显示了CN-0545的测量结果。该测量数据是利用AD7124-4/AD7124-8评估板获得的,该评估板包括热敏电阻演示模式,可测量热敏电阻的电阻并使用传感器的Steinhart-Hart常数计算等效温度(°C)。该图显示了实际性能结果。如果将其与误差预算计算器进行比较,实际结果可能比该工具提供的估计值要好。这种差异是由于该工具使用了所有参数的最大值,因此它提供的是电路的最差情况分析。在实践中,传感器漂移、初始精度以及系统中使用的电子设备和元件的温度漂移并不总是处于额定最大值。


基于热敏电阻的温度检测系统(下篇):系统优化与评估

图4.热敏电阻温度精度测量,后置滤波器,低功耗模式,25SPS

提供这种经过验证的灵活参考电路板对系统设计人员很有价值,因为它能缩短设计周期并提供良好的电路技术。除了硬件,软件还支持针对每个热敏电阻传感器的不同系统优化和校准技术,以满足市场对易于使用、高精度、精密、可靠信号链解决方案的需求。

为设计人员提供工具和硬件演示模式电路可以简化设计过程,但系统设计人员有不同的测量处理办法,并且可能使用不同的控制器进行软件处理。为了进一步简化开发过程,可以使用一个简单的固件应用程序AD7124温度测量演示示例来生成自定义代码,它支持选择控制器板、软件平台、器件配置和测量传感器(如热敏电阻)。这个开源Mbed平台支持150多种经过修改或未经修改的控制器板。因此,它支持快速原型设计,开发工作将更加快捷。

结论

由此可见,设计基于热敏电阻的温度测量系统是一个具挑战性的多步骤过程。为使系统设计人员的设计之旅更轻松,可以使用热敏电阻配置器、误差预算计算器、Virtual Eval、评估板硬件和软件、Mbed固件和CN-0545来应对不同的挑战,例如连接问题和总误差预算,将用户的设计体验提升到更高层次。

使用高集成度、低带宽Σ-Δ型ADC可进一步减少设计工作,因为它们提供了激励、调理、测量传感器所需的构建模块,同时消除了50Hz/60Hz抑制等问题。这种集成度加上完整的系统资料或生态系统,将能简化整体系统设计,降低成本,缩短从概念到原型的设计周期。

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