Vector Calculus #12: Stokes' Theorem
Mark C Watson
Vector Calculus #12: Stokes' Theorem
20:35
Vector Calculus #11: Curl and Divergence
Mark C Watson
Vector Calculus #11: Curl and Divergence
15:50
Vector Calculus #10: Green's Theorem (Example)
Mark C Watson
Vector Calculus #10: Green's Theorem (Example)
8:50
Vector Calculus #9: Green's Theorem
Mark C Watson
Vector Calculus #9: Green's Theorem
17:58
Quext AI chrome extension demo
Mark C Watson
Quext AI chrome extension demo
0:52
Vector Calculus #8: The Fundamental Theorem for Line Integrals
Mark C Watson
Vector Calculus #8: The Fundamental Theorem for Line Integrals
21:51
Vector Calculus #7: Line Integrals of Vector Fields
Mark C Watson
Vector Calculus #7: Line Integrals of Vector Fields
19:15
Vector Calculus #6: The Gradient Vector and Tangent Plane
Mark C Watson
Vector Calculus #6: The Gradient Vector and Tangent Plane
23:04
Vector Calculus #5: Partial Derivatives and Gradient Vectors
Mark C Watson
Vector Calculus #5: Partial Derivatives and Gradient Vectors
26:27
Partial Differential Equations #1: The 1D Heat Equation
Mark C Watson
Partial Differential Equations #1: The 1D Heat Equation
12:05
Partial Differential Equations #4: The 1D Wave Equation with Damping
Mark C Watson
Partial Differential Equations #4: The 1D Wave Equation with Damping
8:12
Partial Differential Equations #3: The 1D Wave Equation
Mark C Watson
Partial Differential Equations #3: The 1D Wave Equation
12:16
Vector Calculus #4: Normal and Tangent Vectors
Mark C Watson
Vector Calculus #4: Normal and Tangent Vectors
9:35
Vector Calculus #3: Parameterizing a 3D Surface
Mark C Watson
Vector Calculus #3: Parameterizing a 3D Surface
7:21
Partial Differential Equations #2: The 2D Heat Equation
Mark C Watson
Partial Differential Equations #2: The 2D Heat Equation
16:31
Vector Calculus #2: Finding an Arc Length
Mark C Watson
Vector Calculus #2: Finding an Arc Length
9:24
Vector Calculus #1: Finding a Parametric Line
Mark C Watson
Vector Calculus #1: Finding a Parametric Line
10:19
Ordinary Differential Equations #3: Spring-Mass System
Mark C Watson
Ordinary Differential Equations #3: Spring-Mass System
13:36
Ordinary Differential Equations #2: Systems of Equations
Mark C Watson
Ordinary Differential Equations #2: Systems of Equations
12:22
Ordinary Differential Equations #1: Euler's Method
Mark C Watson
Ordinary Differential Equations #1: Euler's Method
13:47
(demo) mocker: a container runtime in C
Mark C Watson
(demo) mocker: a container runtime in C
1:58
FDTD Simulation of Magnetic Induction Across the Air-Water Boundary
Mark C Watson
FDTD Simulation of Magnetic Induction Across the Air-Water Boundary
0:23
L8.4 Noise in a Cascaded System
Mark C Watson
L8.4 Noise in a Cascaded System
6:34
L8.1 Noise Analysis
Mark C Watson
L8.1 Noise Analysis
7:11
L8.2 Noise Figure
Mark C Watson
L8.2 Noise Figure
3:26
L8.3 Noise Figure Circles
Mark C Watson
L8.3 Noise Figure Circles
3:48
L7.2 Deriving Gain Circle Equations
Mark C Watson
L7.2 Deriving Gain Circle Equations
8:30
L7.3 Gain Circles in QUCS Studio
Mark C Watson
L7.3 Gain Circles in QUCS Studio
6:24
L7.1 RF Amplifier Gain Relations
Mark C Watson
L7.1 RF Amplifier Gain Relations
4:46
L6.5 Stability Circles in QUCS Studio
Mark C Watson
L6.5 Stability Circles in QUCS Studio
10:37
L6.4 Stability Circles
Mark C Watson
L6.4 Stability Circles
16:59
L6.3 The Reflection Coefficient in terms of S Parameters
Mark C Watson
L6.3 The Reflection Coefficient in terms of S Parameters
7:00
L6.1 Introduction to RF Amplifier Concepts
Mark C Watson
L6.1 Introduction to RF Amplifier Concepts
5:39
L6.2 A Brief Review of S Parameters
Mark C Watson
L6.2 A Brief Review of S Parameters
5:25
L5.4 RF Filter Design using Microstrips
Mark C Watson
L5.4 RF Filter Design using Microstrips
10:34
L5.2 RF Filter Design using Discrete Components
Mark C Watson
L5.2 RF Filter Design using Discrete Components
12:11
L5.3 Discrete RF Filter Design using Analytical Expressions
Mark C Watson
L5.3 Discrete RF Filter Design using Analytical Expressions
11:08
L5.5 RF Filter Design using ADS and QUCS Studio
Mark C Watson
L5.5 RF Filter Design using ADS and QUCS Studio
5:40
L5.1 Introduction to RF Filters
Mark C Watson
L5.1 Introduction to RF Filters
13:36
L4.2 Example 8.8 Matching with Microstrip Lines using Analytical Expressions
Mark C Watson
L4.2 Example 8.8 Matching with Microstrip Lines using Analytical Expressions
17:07
L4.3 Example 8.8 Matching with Microstrip Lines using Smith Chart
Mark C Watson
L4.3 Example 8.8 Matching with Microstrip Lines using Smith Chart
3:38
L4.4 Example 8.8 Matching with Microstrip Lines using Sim Smith
Mark C Watson
L4.4 Example 8.8 Matching with Microstrip Lines using Sim Smith
3:50
L4.1 Intro to Impedance Matching using Microstrip Lines
Mark C Watson
L4.1 Intro to Impedance Matching using Microstrip Lines
0:43
L3.4 Example 8.5 using Sim Smith
Mark C Watson
L3.4 Example 8.5 using Sim Smith
15:04
L3.1 Intro to Impedance Matching using Discrete Components
Mark C Watson
L3.1 Intro to Impedance Matching using Discrete Components
3:40
L3.3 Example 8.1 using Sim Smith
Mark C Watson
L3.3 Example 8.1 using Sim Smith
0:58
L3.2 Analytical Design of a Discrete Matching Network
Mark C Watson
L3.2 Analytical Design of a Discrete Matching Network
8:10
L2.9 Example using Sim Smith
Mark C Watson
L2.9 Example using Sim Smith
12:23
L2.8 Regions on the Smith Chart
Mark C Watson
L2.8 Regions on the Smith Chart
2:33
L2.7 Example Stub using Sim Smith
Mark C Watson
L2.7 Example Stub using Sim Smith
1:51
L2.6 Quick Intro to Sim Smith
Mark C Watson
L2.6 Quick Intro to Sim Smith
0:52
L2.1 Conformal Mapping to the Smith Chart
Mark C Watson
L2.1 Conformal Mapping to the Smith Chart
8:12
L2.4 Transmisison Line Stubs
Mark C Watson
L2.4 Transmisison Line Stubs
4:12
L2.5 Stubs on the Smith Chart
Mark C Watson
L2.5 Stubs on the Smith Chart
6:40
L2.2 Example of Impedance Transformation using Analytical Expressions
Mark C Watson
L2.2 Example of Impedance Transformation using Analytical Expressions
6:20
L2.3 Example of Impedance Transformation using the Smith Chart
Mark C Watson
L2.3 Example of Impedance Transformation using the Smith Chart
4:18
L1.5 Impedance Transformations on a Transmission Line
Mark C Watson
L1.5 Impedance Transformations on a Transmission Line
6:44
L1.4 Impedance as a Function of Position on a Transmission Line
Mark C Watson
L1.4 Impedance as a Function of Position on a Transmission Line
4:10
L1.3 The Reflection Coefficient on a Transmission Line
Mark C Watson
L1.3 The Reflection Coefficient on a Transmission Line
7:27
L1.2 The Characteristic Impedance of a Transmission Line
Mark C Watson
L1.2 The Characteristic Impedance of a Transmission Line
5:21
L1.1 Transmission Line Wave Equations
Mark C Watson
L1.1 Transmission Line Wave Equations
7:08
2017 Dalhousie University Electrical Engineering Robot Competition
Mark C Watson
2017 Dalhousie University Electrical Engineering Robot Competition
1:34
Reading an ADNS-2610 Sensor Using a PIC and a MATLAB GUI
Mark C Watson
Reading an ADNS-2610 Sensor Using a PIC and a MATLAB GUI
1:09