Pj Problems - Overview
Celestial Stars
The Number Line
Geometries
7 Spaces Of Interest - Overview
Triadic Unit Mesh
Creation
The Atom
Survival
Energy
Light
Heat
Sound
Music
Language
Stories
Work
States Of Matter
Buoyancy
Nuclear Reactions
Molecular Shapes
Electron Configurations
Chemical Bonds
Energy Conversion
Chemical Reactions
Electromagnetism
Continuity
Growth
Human-cells
Proteins
Nucleic Acids
COHN - Natures Engineering Of The Human Body
The Human-Body Systems
Vision
Walking
Behaviors
Sensors Sensings
Beauty
Faith, Love, Charity
Photosynthesis
Weather
Systems
Algorithms
Tools
Networks
Search
Differential Calculus
Antiderivative
Integral Calculus
Economies
Inflation
Markets
Money Supply
Painting
Enhancement-mode MOSFETS are primary components in amplification and switching circuits. They are combined in various ways as gates to realize complex switching configurations.
Figure 123.4(a) is an arrangement of a pMOS and an nMOS to form a NOT gate (an Inverter). Figure 123.4(b) is the symbol and Figure 123.4(c) is the truth table for the configuration.
Show how the circuit of figure 123.4(a) functions as an inverter.
The strings:
S7P5A51 (Physical Change).
The math:
Pj Problem of Interest is of type change (physical change). Transistors are primarily used for signal amplification and switching. Both are change problems.
Figure 123.4(a) is a series connection of a pMOS (blue circle at gate) and an nMOS. In general, pMOS transistors used to build logic gates are called Pull Up Network (PUN) while the nMOS transistors are called Pull Down Network (PDN) because the source of the nMOS is typically connected to ground so that it can pull-down signals in order to realize the binary state 0 (logic 0) while the source of the pMOS is typically connected to a voltage supply so that it can pull-up signals in order to realize the binary state 1 (logic 1).
In figure 123.4(a), source of pMOS is connected to a positive voltage supply while source of nMOS is connected to ground.
For input A = 0, signal = low (logic 0)
pMOS is forward-biased, so it will conduct and current will flow from the pMOS to the output. Output is ON (logic 1).
nMOS is reversed-biased, so it will not conduct and current will not flow to output. Output is OFF (logic 0).
For input A = 1, signal = high (logic 1)
pMOS is reversed-biased, so it will not conduct and current will not flow to output. Output is OFF (logic 0).
nMOS is forward-biased, however, Output remains OFF (logic 0) because source is connected to ground.
So, input = 0 produces output = 1; input = 1 produces output = 0.
A high voltage state at the gate of a pMOS transistor implies the pMOS is OFF and a low voltage state implies the pMOS is ON.
A high voltage state at the gate of an nMOS transistor implies the nMOS is ON and a low voltage state implies the nMOS is OFF.
Consequently, the nMOS and the pMOS are said to complement each other and are therefore called Complementary Metal Oxide Semiconductors (CMOS).
The point . is a mathematical abstraction. It has negligible size and a great sense of position. Consequently, it is front and center in abstract existential reasoning.
Derivation Of The Area Of A Circle, A Sector Of A Circle And A Circular Ring
Derivation Of The Area Of A Trapezoid, A Rectangle And A Triangle
Derivation Of The Area Of An Ellipse
Derivation Of Volume Of A Cylinder
Derivation Of Volume Of A Sphere
Derivation Of Volume Of A Cone
Derivation Of Volume Of A Torus
Derivation Of Volume Of A Paraboloid
Volume Obtained By Revolving The Curve y = x2 About The X Axis
Single Variable Functions
Absolute Value Functions
Conics
Real Numbers
Vector Spaces
Equation Of The Ascent Path Of An Airplane
Calculating Capacity Of A Video Adapter Board Memory
Probability Density Functions
Boolean Algebra - Logic Functions
Ordinary Differential Equations (ODEs)
Infinite Sequences And Series
Introduction To Group Theory
Advanced Calculus - Partial Derivatives
Advanced Calculus - General Charateristics Of Partial Differential Equations
Advanced Calculus - Jacobians
Advanced Calculus - Solving PDEs By The Method Of Separation Of Variables
Advanced Calculus - Fourier Series
Advanced Calculus - Multiple Integrals
Production Schedule That Maximizes Profit Given Constraint Equation
Separation Of Variables As Solution Method For Homogeneous Heat Flow Equation
Newton And Fourier Cooling Laws Applied To Heat Flow Boundary Conditions
Fourier Series
Derivation Of Heat Equation For A One-Dimensional Heat Flow
Homogenizing-Non-Homogeneous-Time-Varying-IBVP-Boundary-Condition
The Universe is composed of matter and radiant energy. Matter is any kind of mass-energy that moves with velocities less than the velocity of light. Radiant energy is any kind of mass-energy that moves with the velocity of light.
Periodic Table
Composition And Structure Of Matter
How Matter Gets Composed
How Matter Gets Composed (2)
Molecular Structure Of Matter
Molecular Shapes: Bond Length, Bond Angle
Molecular Shapes: Valence Shell Electron Pair Repulsion
Molecular Shapes: Orbital Hybridization
Molecular Shapes: Sigma Bonds Pi Bonds
Molecular Shapes: Non ABn Molecules
Molecular Orbital Theory
More Pj Problem Strings