Zero-order hold in Simulink - Mini Project: Build & Apply
t that is a vector from 0 to 10 with increments of 0.1 seconds.Use the colon operator to create a vector: start:step:end
Ts and set it to 0.5 to represent the sample time for the zero-order hold block.Assign 0.5 to the variable Ts using the equals sign.
Zero-Order Hold block and set its sample time parameter to the variable Ts.Open Simulink, drag the Zero-Order Hold block into your model, and set its sample time to Ts in the block parameters.
Scope block to observe the output of the Zero-Order Hold block. Print the message 'Simulation complete: output observed in Scope.'Use fprintf to print the message after simulation.
Practice
What is the main function of a Zero-order hold block in Simulink?
Solution
Step 1: Understand the role of Zero-order hold and compare options
The Zero-order hold block keeps the input value constant during the sample period. It does not differentiate, integrate, or convert continuous to discrete signals.Final Answer:
It holds the input value constant between sample times. -> Option DQuick Check:
Zero-order hold = hold input constant [OK]
- Confusing zero-order hold with differentiation or integration
- Thinking it converts continuous to discrete signals
- Assuming it changes the signal value continuously
Which of the following is the correct way to set the fixed sample time parameter in a Zero-order hold block in Simulink?
Solution
Step 1: Understand sample time settings and evaluate options
Fixed sample time must be a positive number (e.g., 0.1s) to specify hold duration. -1 inherits from input; 0 means continuous (no hold); other negatives invalid.Final Answer:
Set sample time to a positive number like 0.1 seconds. -> Option AQuick Check:
Sample time positive number = correct setting [OK]
- Using zero or negative sample times incorrectly
- Confusing inherited sample time (-1) with explicit sample time
- Setting sample time to continuous (0) for discrete hold
Consider this Simulink model snippet using a Zero-order hold block with sample time 0.5 seconds. The input signal is a step that changes from 0 to 1 at time 0.3 seconds. What will be the output of the Zero-order hold block at time 0.7 seconds?
Solution
Step 1: Analyze sample intervals and input timing
With sample time 0.5s, samples at 0, 0.5, 1.0s. Step changes at 0.3s, so input(0)=0, input(0.5)=1. At 0.7s (in [0.5,1.0)), holds 1.Final Answer:
1 -> Option CQuick Check:
Output holds last sampled input = 1 [OK]
- Thinking sample at 0.5s captures 0 despite change at 0.3s
- Ignoring sample time intervals
- Confusing step change time with sample time
In a Simulink model, a Zero-order hold block is set with sample time 0.2 seconds. The output signal is not holding values as expected and changes continuously. What is the most likely cause?
Solution
Step 1: Identify cause of continuous output behavior
If sample time=0, block operates continuously (follows input without holding). Other causes less likely to produce continuous change.Final Answer:
Sample time is set to 0 (continuous) instead of 0.2. -> Option AQuick Check:
Continuous sample time = no hold [OK]
- Ignoring sample time setting
- Assuming input signal type causes issue
- Misconnecting blocks without checking parameters
You want to convert a discrete sensor signal sampled every 0.1 seconds into a continuous signal for further processing in Simulink. Which approach using a Zero-order hold block is correct?
Choose the best option.
Solution
Step 1: Understand goal and evaluate ZOH configurations
Goal: hold discrete samples constant between 0.1s intervals for continuous output. Set Ts=0.1s matches sensor rate. Ts=0 continuous (no hold); -1 inherits (risk mismatch); integrator changes values.Final Answer:
Set the Zero-order hold sample time to 0.1 seconds to hold each sample value constant until the next sample. -> Option BQuick Check:
Sample time = sensor rate for correct hold [OK]
- Setting sample time to zero for hold
- Using inherited sample time without checking input
- Replacing hold with integrator incorrectly
Ready to prove it?
Pass the test and this pattern moves unknown
