1
Introduction and Overview Results for Potential, Capacitance, and Electric Field Analytical Results, Advantages, and Prospects Motivation and Objective The purpose of this project is to study novel carbon nanotube-embedded chemical sensors that can detect environmentally toxic microscopic agents. Carbon nanotubes (CNTs) are rolled sheets of carbon with atoms arranged in a hexagonal pattern. CNTs measure about a millionth of a millimeter in diameter and show great promise for applications in nanotechnology. Use of CNTs in nanoelectronics can lead to nanoscale sensitive devices. To investigate the electrical properties of such sensors, CNT-embedded metal-oxide-semiconductor structures are analyzed using numerical modeling. Traditional Chemicapacitive Sensor Clean: Contaminated: When a particle attaches to the metal plate, it is detected by measuring the capacitance change across the oxide. Nanotube-embedded Chemicapacitive Sensor Nanotubes replace the metal plate in the proposed design. CNT-embedded sensors are advantageous because they are more sensitive to toxic agents. Clean: Contaminated: The Poisson Equation The Poisson equation is solved to obtain the electrostatic potential, capacitance, and electric field of sensor devices: 2D Solution: Nonuniform Mesh with Nonuniform without Particle 2D Solution: Nonuniform Mesh with Nanotube and Particle Electric Field at Nanotube The particle disrupts the electric field, which causes the capacitance to change. Without Particle: With Particle: Capacitance = 0.127 pF/cm Capacitance = 0.136 pF/cm q where is the electrostatic potential; is the dielectric constant; is the net charge density; q is the electronic charge Oxide Metal Air Metal Plate Particle Oxide Metal Air Air Metal Plate Oxide Metal Air Particle Oxide Metal Air Nanotube Nanotube Analytical Solutions Conclusions: The numerical solutions show unequivocally that the proposed design for a nanotube sensor is advantageous over the traditional design in terms of sensitivity upon the insertion of a particle. According to our calculated results, the highest sensitivity occurs in sensors which have a high gate width (x- direction) and a low oxide thickness (y-direction). A higher sensitivity allows detection at a lower concentration of toxic agents. Due to the smaller size of the carbon nanotube sensor, these proposed sensors respond more quicklya difference that may be lifesaving. -1 0 1 2 3 4 5 6 7 8 0 100 200 300 400 500 600 % Difference between case without particle and case with particle Gate Width (x-direction) (nm) Percent Difference in Capacitance vs. Gate Width % Difference in nanotube sensor with particle on the left % Difference in nanotube sensor with particle on the right % Difference in traditional sensor with particle on the left % Difference in traditional sensor with particle on the right 0 2 4 6 8 10 12 0 100 200 300 400 500 600 % Difference between case without particle and case with particle Oxide Thickness (y-direction) (nm) Percent Difference in Capacitance vs. Oxide Thickness % Difference in traditional sensor with particle on the left % Difference in nanotube sensor with particle on the left y x y position x position Electrostatic Potential Interface Point representing particle 4 points representing nanotube y position x position

is the electrostatic potential; is the dielectric constant ... · Traditional Chemicapacitive Sensor Clean: Contaminated: When a particle attaches to the metal plate, it is detected

  • Upload
    others

  • View
    3

  • Download
    0

Embed Size (px)

Citation preview

Page 1: is the electrostatic potential; is the dielectric constant ... · Traditional Chemicapacitive Sensor Clean: Contaminated: When a particle attaches to the metal plate, it is detected

Introduction and Overview Results for Potential, Capacitance, and Electric Field

Analytical Results, Advantages, and Prospects

Motivation and Objective The purpose of this project is to study novel carbon

nanotube-embedded chemical sensors that can detectenvironmentally toxic microscopic agents.

Carbon nanotubes (CNTs) are rolled sheets of carbonwith atoms arranged in a hexagonal pattern. CNTsmeasure about a millionth of a millimeter in diameter andshow great promise for applications in nanotechnology.Use of CNTs in nanoelectronics can lead to nanoscalesensitive devices.

To investigate the electrical properties of such sensors,CNT-embedded metal-oxide-semiconductor structuresare analyzed using numerical modeling.

Traditional Chemicapacitive SensorClean: Contaminated:

When a particle attaches to the metal plate, it is detectedby measuring the capacitance change across the oxide.

Nanotube-embedded Chemicapacitive Sensor Nanotubes replace the metal plate in the proposed design. CNT-embedded sensors are advantageous because they

are more sensitive to toxic agents.

Clean: Contaminated:

The Poisson Equation The Poisson equation is solved to obtain the electrostatic

potential, capacitance, and electric field of sensor devices:

2D Solution: Nonuniform Mesh with Nonuniformwithout Particle

2D Solution: Nonuniform Mesh with Nanotube andParticle

Electric Field at Nanotube The particle disrupts the electric field, which causes the

capacitance to change.Without Particle: With Particle:Capacitance = 0.127 pF/cm Capacitance = 0.136 pF/cm

q where is the electrostatic potential; is the dielectric constant; is the net charge density; q is the electronic charge

Oxide

Metal

Air

Metal PlateParticle

Oxide

Metal

Air

Air

Metal Plate

Oxide

Metal

Air

Particle

Oxide

Metal

Air

NanotubeNanotube

Analytical Solutions

Conclusions: The numerical solutions show unequivocally that the

proposed design for a nanotube sensor is advantageousover the traditional design in terms of sensitivity uponthe insertion of a particle.

According to our calculated results, the highest sensitivityoccurs in sensors which have a high gate width (x-direction) and a low oxide thickness (y-direction).

A higher sensitivity allows detection at a lowerconcentration of toxic agents.

Due to the smaller size of the carbon nanotube sensor,these proposed sensors respond more quickly— adifference that may be lifesaving.

-1

0

1

2

3

4

5

6

7

8

0 100 200 300 400 500 600% D

iffer

ence

bet

wee

n ca

se w

ithou

t par

ticle

and

cas

e w

ith

part

icle

Gate Width (x-direction) (nm)

Percent Difference in Capacitance vs. Gate Width% Difference in nanotube sensor with particle on the left

% Difference in nanotube sensor with particle on the right

% Difference in traditional sensor with particle on the left

% Difference in traditional sensor with particle on the right

0

2

4

6

8

10

12

0 100 200 300 400 500 600

% D

iffer

ence

bet

wee

n ca

se w

ithou

t par

ticle

and

ca

se w

ith p

artic

le

Oxide Thickness (y-direction) (nm)

Percent Difference in Capacitance vs. Oxide Thickness

% Difference in traditional sensor with particle on the left

% Difference in nanotube sensor with particle on the left

y

x

ypos

ition

x position

Electrostatic Potential InterfacePoint representing particle

4 points representing nanotube

ypos

ition

x position