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[导读]本文提供一种校准数模转换器(DAC)的方法,专用于引脚电子器件驱动器、比较器、负载、PMU和DPS。DAC具有差分非线性(DNL)和积分非线性(INL)等非线性特性,我们可以通过增益和偏置调整来尽可能降低这些特性。本文描述如何执行这些校准,以改善电平设置性能。

摘要

本文提供一种校准数模转换器(DAC)的方法,专用于引脚电子器件驱动器、比较器、负载、PMU和DPS。DAC具有差分非线性(DNL)和积分非线性(INL)等非线性特性,我们可以通过增益和偏置调整来尽可能降低这些特性。本文描述如何执行这些校准,以改善电平设置性能。

简介

自动化测试设备(ATE)描述用于一次对单个或多个器件执行单次或一系列测试的测试仪器。不同类型的ATE测试电子器件、硬件和半导体器件。定时器件、DAC、ADC、多路复用器、继电器和开关都是测试仪或ATE系统中的支持模块。这些引脚电子器件可以利用精确的电压和电流提供信号和电源。这些精密信号通过电平设置DAC进行配置。在ATE产品系列中,有些引脚电子器件包含校准寄存器,有些校准设置存储在片外。本文介绍DAC的功能、误差,以及如何通过增益和偏置调整进行校准。

数模转换器(DAC)

DAC是一种数据转换器,用于将数字输入转换为相应的模拟输出电平。一个N位DAC可以支持2N个输出电平。位数越高,DAC输出分辨率越高。


ATE引脚电子器件的电平设置DAC校准

图1.数模转换器(DAC)框图。

首先,N位数字输入提供给DAC串行寄存器。电压开关和电阻求和网络将数字输入转换为模拟输出电平。DAC图的转换特性如图2所示。对于3位DAC,23个数字输入生成8个模拟输出电平。


ATE引脚电子器件的电平设置DAC校准

图2.3位DAC的理想转换函数。

DAC误差

在现实世界中,转换器并不理想。由于电阻值、插值和采样的误差,DAC的转换函数并不是一条直线,或是线性的。这些误差被称为差分非线性(DNL)和积分非线性(INL)。DNL是输出电平与理想步长之间的最大偏差,它由两个连续输出电压电平之间的差值得出。INL是输入/输出特性与理想转换函数之间的最大偏差。通过增益和偏置校正,可以减小INL误差。

图3中的INL显示了实际转换函数与理想转换函数之间的偏差。DAC的增益误差表示实际转换函数的线性近似斜率与理想转换函数斜率的匹配程度。在绘图时,调整增益会影响线性近似角度。偏置误差是测量值与所选的零偏置点之间的差值。如果调整偏置量,整个线性近似曲线会相应地向上或向下移动。单个代码的INL是任意给定点上增益误差和偏置误差的和。校准之后,一旦增益和偏置误差降至最低,那么转换函数会是两个端点之间的一条线。


ATE引脚电子器件的电平设置DAC校准

图3.INL误差转换函数。

校准程序

用户可以建立校准程序,利用增益和偏置校正来降低DAC的非线性。以下步骤详细说明了示例校准程序的每个步骤。

对于N位DAC:

最大代码(MC) = (2N – 1)

电压范围(VRANGE)

= 最大DAC输出电压(VMAX)

– 最小DAC输出电压(VMIN) = 4 × VREF

DAC输入代码(未校准)


ATE引脚电子器件的电平设置DAC校准

► 增益校正(GC):

在最低和最高二进制值时,DAC的线性度会降低。因此,建议在外部二进制值或EC表推荐的校准点之间的5%至10%范围内选择校准点。进行以下计算时,我们假设选择5%的校准点。

将DAC输入设置为高于最低二进制值5%。计算预期的电压输出并将其记录为IDEAL1。测量输出电压,并将其记录为MEAS1。

将DAC输入设置为低于最高二进制值5%。计算并记录IDEAL2。测量输出电压,并将其记录为MEAS2。

ATE引脚电子器件的电平设置DAC校准

DAC输入代码(进行增益校正)

ATE引脚电子器件的电平设置DAC校准

► 偏置校正(OC):

所需的零偏置点因应用而异。用户应该根据自己的应用定义最佳值。有些用户可能喜欢使用0V来获得准确的接地参考点。有些用户喜欢使用操作范围的中间值来尽量减少总体INL误差。

对电压-代码公式的斜率应用DAC增益校正,以确立单位增益。

选择所需的零偏置电压点并将其记录为IDEAL3。使用更新后的电压-代码公式计算代码。编程设置计算得出的代码,然后测量输出电压,并将其记录为MEAS3。

OC = MEAS3 – IDEAL3

DAC输入代码(进行增益和偏置校正)


ATE引脚电子器件的电平设置DAC校准

示例1

以MAX32007为例,它是一个八通道DCL,集成了电平设置DAC和PMU开关。MAX32007具有内部DAC,用于设置VDH、VDL、VDT/VCOM、VCH、VCL、VCPH和VCPL的电平。这些DAC没有内部校准寄存器。校准DAC时,请遵循以下步骤:

► 按照评估套件数据手册中的说明,启动MAX32007评估(EV)套件。

► 将SMB连接器DATA0A和NTRM0A连接至1.2 V。

► 通过50 Ω端接装置,将SMB连接器NDATA0A和TRM0A接地。

► 使用USB电缆,将评估套件连接至Windows® 10 PC。打开MAX32007评估套件软件(GUI)。

► VDH DAC分辨率 = N = 14

最大代码 = (MC) = 2N – 1 = 16383

电压范围(VRANGE)

= 最大DAC输出电压(VMAX)

– 最小DAC输出电压(VMIN) = 7.5 – (–2.5) = 10

VDH DAC输入代码(未校准)

ATE引脚电子器件的电平设置DAC校准

采用图4所示的DAC电压电平和驱动器设置。注意,最低VDH DAC工作电压值为–1.5 V,最高工作电压值为4.5 V;在本例中,零偏置点值为1.5 V。


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" alt="ATE引脚电子器件的电平设置DAC校准" />

图4.使用评估板软件设置MAX32007的DAC电平。

► 施加VDH = –1.5 V,然后测量输出电压值。

► 施加VDH = 4.5 V,然后测量输出电压值。

► 增益校正 = 测量输出电压值之间的差值/理想值之间的差值。例如,(4.501–(–1.497))/(4.5–(–1.5)) = 0.999667

► 进行增益校正后,

VDH DAC输入代码(进行增益校正)

ATE引脚电子器件的电平设置DAC校准

要应用增益校正,打开菜单 → 选项 → 校准,如图5所示。


ATE引脚电子器件的电平设置DAC校准

图5.MAX32007 DAC的校准菜单。

► 施加VDH = 1.5 V(包含增益校正代码),然后测量输出电压值。

► 偏置校正 = 测量输出值–理想值。例如,(1.502–1.5) = 0.002。

► 在执行增益和偏置校正之后,

VDH DAC输入代码(进行增益和偏置校正)

ATE引脚电子器件的电平设置DAC校准

示例2

以MAX9979为例,它是一个八通道DCL,集成了电平设置DAC和PMU。MAX9979包含内部DAC,用于设置VDH、VDL、VDT、VCH、VCL、VCPH、VCPL、VCOM、VLDH、VLDL、VIN、VIOS、CLAMPHI/VHH和CLAMPLO的电平。这些DAC具有内部校准寄存器。在示例1中,调节了DAC输出代码,以尽量减少INL误差。在示例2中,DAC输入代码保持不变,校准寄存器调整输出级缓冲器以尽量减少INL误差,如图6所示。要校准DAC,请遵循以下步骤:

► 按照评估套件数据手册中的说明,启动MAX9979评估套件。

► 将SMB连接器DATA0A和NTRM0A连接至1.2 V。

► 通过50 Ω端接装置,将SMB连接器NDATA0A和TRM0A接地。

► 使用USB电缆,将评估套件连接至Windows 10 PC。打开MAX9979评估套件软件(GUI)。

► VDH DAC分辨率 = N = 16

最大代码 = (MC) = 216 – 1 = 65535

电压范围(VRANGE)

= 最大DAC输出电压(VMAX)

– 最小DAC输出电压(VMIN) = 7.5 – (–2.5) = 10

VDH DAC输入代码(未进行增益校正)

ATE引脚电子器件的电平设置DAC校准

► 采用图7所示的DAC电压电平和驱动器设置。注意,VDH DAC的最低建议值为–1.5 V,最高建议值为4.5 V,零偏置点值为1.5 V。


ATE引脚电子器件的电平设置DAC校准

图6.带校准寄存器的DAC的INL误差校正。


ATE引脚电子器件的电平设置DAC校准

图7.使用评估板软件设置MAX9979的DAC电平。

► 施加VDH = -1.45 V,然后测量输出电压值。

► 施加VDH = 6.5 V,然后测量输出电压值。

► 增益校正 = 测量输出电压值之间的差值/理想值之间的差值。例如,(6.501 V–(–1.455 V))/(6.5 V–(–1.45 V)) = 1.0007 V。

► 进行增益校正后,

VDH DAC输入代码(进行增益校正)

ATE引脚电子器件的电平设置DAC校准

► 施加VDH = 1.5 V(包含增益校正代码),然后测量输出电压值。

► 偏置校正 = 测量输出值–理想值。例如,(1.502–1.5) = 0.002。

► 在执行增益和偏置校正之后,

VDH DAC输入代码(进行增益和偏置校正)

ATE引脚电子器件的电平设置DAC校准

注意,要执行增益和偏置校正,请转至菜单 → 选项 → 更改 → 校准,如图8所示。有关将增益和偏置校正转换为增益和偏置代码的更多信息,参见MAX9979数据手册。


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" alt="ATE引脚电子器件的电平设置DAC校准" />

图8.MAX9979的校准寄存器设置。

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