Water level controller is used to control the flow of water (or liquids) in many applications like refineries, reservoir’s, nuclear power plants etc., Here, the final control element is a valve whose input is given from the controller whose aim is to maintain the desired set point value and to accept the new value (error signal from the feedback). Water level controller is a very complex system due to the non-linearity’s and uncertainties of the system. Conventional methods like using PI, PD, PID doesn’t provide efficient results due to the following difficulties.
1) Difficulty in the design of mathematical model for the control system.
2) Controller’s performance is not efficient.
To overcome these drawbacks, water level controller using Fuzzy
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Referring to the fig 3.1.1, the input to the system (usually square wave) is generated from the signal generator block. This signal is added to the block containing constant value one using the sum blocks. This makes the signal cycle about one position and this signal acts as a level input which is a desired value and the error signal i.e., the difference between the desired value and the actual value is given to the multiplexer block.
The second input to the mux is the rate of outflow derived by differentiating the output level and passing it to the saturation block which limits the input signal to the low and higher saturation values. The multiplexer is used to overlap the input signals and pass them onto the next block. The output from the mux is given to the fuzzy logic controller with rule viewer block. The rules which are written using Fuzzy Inference System (FIS) are loaded to the fuzzy logic controller. The fuzzy logic controller with rule viewer displays the complete fuzzy inference process during simulation. The first input to the valve subsystem is received from the fuzzy controller block and the second input consists of a constant block containing the value 0.5 which is the maximum inflow of the tank. The valve performs the control action by multiplying these two input
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SIMULATION Simulink is a block diagram environment for multi domain simulation and model based design. It provides support to simulation, automatic code generation and continuous test and verification. It provides graphical editor, customizable block libraries and solvers for modelling and simulating dynamic systems. It is integrated with MATLAB enabling us to incorporate MATLAB algorithms into models and output the simulated result to MATLAB for further analysis. Fig 5.3 shows the simulated result of the Fuzzy Controller.
Fig5.3: The Simulated output
CONCLUSION The water level controller is built and is tested based on the existing MATLAB fuzzy logic toolbox. Here, the controller is implemented and simulated successfully and the results obtained were satisfactory. This approach can be used in boiler and also in temperature control applications of nuclear, thermal power plants. This FLC can also be implemented in micro- controller with the additional set of rules for more accurate control and it has numerous applications in domestic and as well as in industries. The controller can also be tested with periodically varying liquid level tracking
III SYNTHESIS AND SIMULATIONS RESULTS The simulation and synthesis work is finally done by the xilinix and modelsim respectively. Figure 5:synthesis results of Fault FFT. The figures intimate the fault injected FFT,which is checked by the manual error injected via all diferent possibilities by using RTL scripting. Eventhough the soft error is added in the FFT the error detector code 100% detect the errors and corrector correct the errors.
This will allow us to add two binary number together once it is built. There was an issue with the carry output LED turning on or off. The original schematics were modified by adding hex inverters after the output of the two NAND gate and last NOR gate. After fixing the issue, we successfully proven the truth table to the corresponding inputs and outputs. If the input were 1, 0, and 1 (A, B, and Cin), then the A and B input are added together along with the Cin.
, and forehead. The local feature that is mainly used here is wrinkle feature of some particular portions of the face like forehead region, eye corners regions, eyelids, mid of eyebrows. Using five distance values, six features namely feature 1 to feature 6 are calculated in the following way: Feature 1 = (left to right eye ball distance) / (eye to nose distance)
The filtered digital signal will then be converted to analog
Now I had nominator and denominator with me so that I can perform the division function now. Unlike in Intensity part I had done Shift division method and the subtraction method together in the saturation part. I started a divide process, whenever a change in nominator or denominator is registered it enters the process. I have declared few variables, stores the data. Variables count, count1, k, Nu are used, among these the datatypes sand their ranges differ.
As it will first check for blank entry in cell if not blank then it will multiple the extra task and 100 to calculate the extra bonus unlocked by the employee. Example 4: Suppose we have to perform a check on colors such as for the below example we have to filter out the toy name having the color Blue or Red r from the given set of data. Then here we can perform a logical test by using NOT function to achieve the required set of result. Check for Red Or Blue Color Color Name Quantity Fla g Orange Mickey Mouse 200 x Blue Donald Duck 350 Pink Rabbits 150 x Black Parrot 120 x Blue Goofy 350 Red Bear 250 White Ballu 200 x Yellow Kungfu Panda 150 x =IF(NOT(OR(I4="red",I4="blue")),"x","" ;) and output will be x here.
The knowledge base consists of a collection of fuzzy if-then rules of the following form: $R^{l}$: if $x_1$ is $F_1^{l}$ and $x_2$ is $F_2^{l}$ and $ldots$ and $x_n$ is $F_n^{l}$, then is $G^{l},~l=1,2, cdots ,n$, where $x=[x_1,cdots,x_i]^{T}$ and $y$ are the FLS input and output, respectively. Fuzzy sets $F_i^{l}$ and $G^{l}$, associated with the fuzzy functions $mu_{{F_i}^{l}}(x_i)$ and $mu_{{G}^{l}}(y)$, respectively. $N$ is the rules inference number. \Through singleton function, center average defuzzification and product inference cite{shaocheng2000fuzzy}, the FLS can be expressed as: For any continuous function $f(x)$ defined on a compact set $Omegain R^n$, there exists a fuzzy system $y(x) = heta ^T
In my hometown of Waterdown Ontario, there is rarely a minute when the main downtown area is not buzzing with people. In my opinion, the downtown area of Waterdown is alive and lively. Whether people are shopping in one of the variety of stores, grabbing a bite to eat at one of the numerous restaurants or cafés or just driving through, downtown is easily the focal point of town and continues to increase in chaos as Waterdown continues to grow and suburbanize. In Waterdown, the downtown core is where almost every shop and store is located. If you want to do anything from buy groceries to take a pottery class, you do so downtown.
This lab uses a lake simulation to study how the addition of nutrients and toxins can affect the lake, its inhabitants and the surrounding area. There is a strong focus on the addition of Phosphorous and added toxins because both are key elements in growth in lakes. The Virtual lake includes these five simulated species; green algae, cyanobacteria, bosmina, daphnia, and trout. There are two types of phytoplankton in the lake model, green algae and cyanobacteria. Green algae are a very diverse group that are photosynthetic, aquatic, plant like organisms that have a very simple reproductive structure.
The Bosch BNO055 IMU sensors come with the software package that consists of sensor drivers. In order to let the sensors to give data, these drivers should be added in the Arduino software library folder inside the computer. The driver is capable of giving the raw sensor data by using the sensor library in the Arduino code. The Arduino library used for this purpose was ‘Wire Library’, which allow communication with I^2 C devices. This library can be manually downloaded and added to the Arduino folder.
Now all of the subsystems have their respective schematics and diagrams and an easy to follow system
From the design specifications, we know that Q = 0 if DG = 01 and Q = 1 if DG = 11 because D must be equal to Q when G = 1. We assign these conditions to states a and b. When G goes to 0, the output depends on the last value of D. Thus, if the transition of DG is from 01 to 10, the Q must remain 0 because D is 0 at the time of the transition from 1 to 0 in G. If the transition of DG is from 11 to 10 to 00, then Q must remain 1.
last 5 bits to identify a flow between 0 and 31 //Polynomial for Hash0 = 0x04C11DB7 Hash0 = CRC32_FUNC_0(Data_Rev)%5; //Polynomial for Hash1 = 0x1EDC6F41 Hash1 = CRC32_FUNC_1(Data_Rev)%5; The exact match block reads the flow header present in the address hash0 × 16 and hash1 × 16 (multiplied with 16, as each flow is 16 deep). This flow
1. The sampling frequency of the following analog signal, s(t)=4 sin 150πt+2 cos 50πt should be, a) greater than 75Hz b) greater than 150Hz c) less than 150Hz d) greater than 50Hz 2. Which of the following signal is the example for deterministic signal? a) Step b) Ramp c)
INTRODUCTION Water is a transparent and nearly colorless chemical substance that is the main constituent of Earth 's streams, lakes, and oceans, and the fluids of most living organisms. Water plays an important role in the world economy. Approximately 70% of the freshwater used by humans goes to agriculture. Fishing in salt and fresh water bodies is a major source of food for many parts of the world.