Solve Urgent: HELPP A/D Converters - Succesive Approx

In summary, the conversation discusses the use of an A/D converter with a successive approximation method to convert an input analog signal with a 4.78 V magnitude. The converter has a range of 000000 for 0 V input and 111111 for 12 V input. The steps of conversion and the output readings of the converter at each step are requested. The thread is then moved to the homework forum and the person posting the question is reminded to show their own work.
  • #1
vinee
4
0
Urgent! HELPP! A/D converters - succesive approx.

An input analog signal has a 4.78 V instantaneous magnitude, held by an S/H circuit, which is applied to a 6 bit succesive approximation ADC with range :

000000 output for 0 V input
111111 output for 12 V input

Follow the succesive approximation steps of conversion and state the output readings of the converter at each step.



THanks

Vinee..
 
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  • #2
Thread moved to homework forum.

vinee, welcome to the Physics and Math Forums (the PF). Homework problems need to be posted in the appropriate homework forum, and not in the general forums like EE. And on homework problems, you must show us your own work in order for us to offer you help.

Tell us what you know about a SA ADC. What is the output value at the first step? For the problem you've stated, what is the output value for the 2nd step? You should be able to at least answer that much...
 
  • #3


Hello Vinee,

I understand your urgency in solving this problem with A/D converters. I would like to provide you with a detailed response to help you understand the steps involved in successive approximation conversion.

Firstly, let's define what an A/D converter is. An A/D converter, also known as an analog-to-digital converter, is a device that converts analog signals into digital signals. This is done by sampling the input analog signal at regular intervals and assigning a digital value to it based on its magnitude.

In your case, the input analog signal has a magnitude of 4.78 V and is held by an S/H circuit. This means that the analog signal is being held at a constant value for the conversion process. The range of the successive approximation ADC is from 0 V to 12 V, with a 6-bit resolution. This means that the output of the converter can have 64 (2^6) different values, with 000000 representing 0 V and 111111 representing 12 V.

Now, let's look at the steps involved in the successive approximation conversion process:

1. The first step is to initialize the converter. This means that all the bits in the output register are set to 0.

2. The next step is to start the conversion process. This is done by setting the MSB (Most Significant Bit) of the output register to 1, and all the other bits to 0. In your case, this would mean that the output register would have a value of 100000.

3. The converter then compares this value with the input analog signal. If the input signal is greater than the value in the output register, the MSB remains at 1. If the input signal is less than the value in the output register, the MSB is set to 0.

4. The next step is to set the next bit (second MSB) of the output register to 1, and all the other bits to 0. This would mean that the output register would have a value of 110000.

5. The converter again compares this value with the input signal and updates the second MSB accordingly.

6. This process continues until all the bits in the output register have been set and compared with the input signal.

7. Once all the bits have been set, the conversion is complete, and the final output value is obtained.

In your case, since the input analog signal
 

1. What is an A/D converter and how does it work?

An A/D converter, also known as an analog-to-digital converter, is a device that converts analog signals into digital signals. This is done by sampling the analog signal at regular intervals and assigning a corresponding digital value to each sample. The resulting digital signal can then be processed and analyzed by a computer or other digital device.

2. What is the significance of the "successive approximation" method in A/D converters?

The successive approximation method is a common technique used in A/D converters to convert analog signals into digital signals. It works by making a series of approximate measurements of the analog signal and using these measurements to refine the final digital value. This method is efficient and accurate, making it a popular choice for A/D converters.

3. How does the resolution of an A/D converter affect its performance?

The resolution of an A/D converter refers to the number of bits used to represent the analog signal in its digital form. A higher resolution means that the converter can represent a wider range of values, resulting in a more accurate conversion. Therefore, a higher resolution A/D converter will generally have better performance than one with a lower resolution.

4. What are some common applications of A/D converters?

A/D converters have a wide range of applications in various industries. They are commonly used in digital communication systems, instrumentation and control systems, audio and video recording, and medical equipment, among others. They play a crucial role in converting real-world analog data into a digital format that can be easily processed and analyzed by computers.

5. How can I ensure the accuracy of an A/D converter?

There are several factors that can affect the accuracy of an A/D converter, including noise, non-linearity, and settling time. To ensure accuracy, it is important to carefully select a converter with the appropriate resolution for your application, minimize noise and other sources of error, and calibrate the converter regularly. It is also important to consider the sampling rate and input range of the converter to ensure that it can accurately capture and convert the desired signal.

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