**Commenced**in January 2007

**Frequency:**Monthly

**Edition:**International

**Paper Count:**4

# SISO Related Publications

##### 4 Modeling and FOS Feedback Based Control of SISO Intelligent Structures with Embedded Shear Sensors and Actuators

**Authors:**
T. C. Manjunath,
B. Bandyopadhyay

**Abstract:**

**Keywords:**
Vibration Control,
State Space Model,
Finite Element Method,
smart structure,
SISO,
LMI,
Timoshenko beam theory,
Fast output sampling feedback control

##### 3 Vibration Suppression of Timoshenko Beams with Embedded Piezoelectrics Using POF

**Authors:**
T. C. Manjunath,
B. Bandyopadhyay

**Abstract:**

**Keywords:**
Vibration Control,
State Space Model,
Finite Element Method,
smart structure,
SISO,
Timoshenko beam theory,
Embedded sensors and actuators,
Periodic
output feedback control

##### 2 Controller Design for Euler-Bernoulli Smart Structures Using Robust Decentralized POF via Reduced Order Modeling

**Authors:**
T.C. Manjunath,
B. Bandyopadhyay

**Abstract:**

**Keywords:**
Vibration Control,
Finite Element Method,
smart structure,
Euler-Bernoulli beam theory,
SISO,
Periodic output feedback control,
Reduced Order Model,
State space
model,
Embedded sensors and actuators

##### 1 Mathematical Modeling of SISO based Timoshenko Structures – A Case Study

**Authors:**
T.C. Manjunath,
B. Bandyopadhyay,
Student Member

**Abstract:**

This paper features the mathematical modeling of a single input single output based Timoshenko smart beam. Further, this mathematical model is used to design a multirate output feedback based discrete sliding mode controller using Bartoszewicz law to suppress the flexural vibrations. The first 2 dominant vibratory modes is retained. Here, an application of the discrete sliding mode control in smart systems is presented. The algorithm uses a fast output sampling based sliding mode control strategy that would avoid the use of switching in the control input and hence avoids chattering. This method does not need the measurement of the system states for feedback as it makes use of only the output samples for designing the controller. Thus, this methodology is more practical and easy to implement.

**Keywords:**
Vibration Control,
State Space Model,
Finite Element Method,
mathematical model,
smart structure,
SISO,
Timoshenko beam theory,
Discretesliding mode control,
Bartoszewicz law