[Physics Class Notes] on Kinetics and Kinematics Pdf for Exam

The concepts of physics are applicable in our day to day life. One such concept is Kinetics and Kinematics that deals with motion. This concept is highly lucrative to prepare for the exams. In school or college days, if you are preparing for any competitive exams, the kinetics topic will surely help you sail through with an edge.

To help such students has come up with an article prepared by a team of efficient teachers on kinetics.  Kinetics and Kinematics – Introduction, Examples and Difference in Tabular Form could also be found in the PDF format from the website.   The students can download it on their devices and study from the comfort of their homes. The resource is free of cost and doesn’t require any prior registration fee or signups.

Introduction

In our day-to-day life, we observe the motion of various objects passing in front of us. Like a moving car, running animals, a ball descending downwards, people ascending to the mountains, flowing rivers. They are in motion and would continue to move, and come at rest whenever they want to.

Physics is all time with us to deal with all such motions, and the study of the motion of these objects in simple terms is called the Mechanics.

On this page, we will learn about the following: 

  • Kinetics and Kinematics

  • What is the difference between Kinetics and Kinematics?

  • Difference between Kinetics and Kinematics in tabular form

  • Difference between Kinetics and Kinematics with example

 

Kinetics

An arm of science that deals with the efforts (why) of forces upon the motions of material bodies or with changes in a physical or chemical system. 

 

Real-Life Examples of Kinetics

You studied how the enzyme affects the rate of biochemical reactions, torque, friction.

 

Friction 

When a person pushes the ground backwards, the rough surface of the road reacts and exerts a forward force due to friction which causes the motion without friction, the person would have slipped and wouldn’t be able to move.

Here, in the above example, kinetics is dealing with the why of motion by considering the static frictional force.

 

Torque

A little boy switches on the button of the toy, and the toy starts rotating around the bar. Such a type of force that causes the body to rotate about the fixed axis is torque.

 

Gas kinetics

When the jar containing the gas is put on fire, the elastic collisions start between the molecules, this is due to the production of kinetic energy during the collision, called the Brownian motion. We can say that kinetics is also used in studying thermodynamics.

 

Other Examples

 

Kinematics

Throw a ball, what do you see? Surely a motion, isn’t it? Kinematics is connected to the motion of any object that exists in the world, starting from the smallest particles to the largest particles in the universe and even the fastest ones, photons.

Had there been no kinematics, no one would know the motion of the earth around the Sun, neither would there be the use of Cannonballs in wars. There would be no such games such as football or cricket if you talk about the real-life experience of kinematics.

The word Kinema means motion.

Suppose you have a wooden block of some weight suppose of 8 kg and you want to see that if this block would move, what would be its position, what time and speed would it take to travel a certain distance, and the path via which it would travel either it is Parabolic, Circular or straight, but not considering why it travelled this or that path or who made that block move?

In simple terms, Kinematics describes ‘how the motion is happening and doesn’t take into account why the body is moving, and who is setting that body into the motion? 

 

Parameters in Kinematics

These four variables aid you in describing the motion accurately.

 

Kinematics Examples

Let’s discuss a few examples by different types of motions:

Vertical Motion: Suppose you throw a stone, and you want to estimate its velocity whether there is any change in velocity or how much change is there, and the time it would take to hit the ground?

We haven’t described why that stone is descending, but only the attributes of the motion of that stone.

Horizontal Motion: Suppose you see a moving object let’s say,  a car, you would contemplate the attributes such as:

How much it travelled in meters per second?

Does the velocity change?

How much is the change in the velocity?

Projectile Motion:

  • Firing a cannonball  

  • Shooting a basketball

An object such as a cannonball being fired or shooting a basketball at some angle from the horizontal. It will travel some distance up into the air before descending and hitting the ground, we can use a parabola to represent the locus of these objects.

 

The Fundamental Differences Between Kinetics and Kinematics

S.No.

Attributes

Kinetics

Kinematics

1.

Definition

Kinetics is the study of motion considering the mass and external forces as well.

Kinematics is not dependent upon the mass of the object.

2.

Relation

It attempts to determine the relationship between the

  motion of bodies caused by inertial force and the mass of a body. 

Kinematics is about simply describing motion. Such as velocity, displacement, time, and acceleration.

3.

Study

Study of the motion caused by forces, gravity, friction, torque

To determine the “how” of motion.

4.

Nature

It attempts to get at the cause.

It is descriptive and based on observation

5.

Treated

Treated in terms of energy transformations

Treated geometrically

6.

Example

A person sitting inside the train.

A child running around in the house, running fan

A Moving Train

Parabolic locus traced by a football.

A stone hitting the ground.

7.

Uses

Concept of gas laws, fluid dynamics, physical chemistry

Classical mechanics in terms of engineering.

  

Having an Edge in Exams

Everyone prepares for the final exams but one must try to prepare in a manner one can keep oneself ahead of th
e others. Students must anchor their preparation to the direction that gives them an edge and score better. Before sitting for the final exam, one must have solved the previous year question papers. The previous year question paper tells a student what the examiner could ask and the manner one should answer the questions.  Do sufficient revisions and take note of all the keywords in the notes. One can use Kinetics and Kinematics PDF available on ’s website for learning as well as revisions purposes.

Miscellaneous 

Being prepared for the exams takes more than just being able to write perfect answers. One has to take care of personal health and lifestyle that adds to the performance of the day of the exam. Make sure one takes a good rest before the final exam, wake up fresh in the morning and walk in the exam hall with confidence.

One should go for the exam after having a good breakfast. An empty stomach is not for your mind, and can potentially make you tired easily before time. Take a water bottle in the examination hall, since keeping the body hydrated will take you far ahead in terms of managing yourself mentally, and unleashing potential in every way to attempt the questions paper with perfection. 

Prepare yourself a day before the examination. Double-check all the stationery items that one will carry for the exam. Take a printout of the to admit card and put it in the folder. Make a checklist of all the necessary items that one will carry in the exam so one doesn’t forget to take things in the exam.

Follow the above-mentioned tips offered by the expert teachers of and turn yourself into a better plan maker.  

[Physics Class Notes] on Latent Heat of Water Pdf for Exam

Have you ever thought about what happens when any matter changes its state? Changing of phase undergoes a heat transfer, but the temperature of the substances remains constant. So, the heat necessary for phase changes of water from solid to liquid or gas, or liquid to solid or gas, without any temperature alteration is known as latent heat of water.

 

Definition of Latent Heat

The energy radiated or absorbed by a thermodynamic system or a body during its change of state and without any change in its temperature is termed as latent heat (also called latent energy). Moreover, latent heat is generally represented in calories or joules per unit mass or mole of the body experiencing phase change.

 

Latent heat is a type of heat energy, described in energy per unit of mass,  that must be achieved for a phase change to occur in a substance. The most familiar changes are seen in water, such as freezing liquid water to create ice or boiling water to create gas. During this process, you are continuing to add heat energy to water, but the water temperature does not increase. Where is the energy going ? The answer lies in latent heat.

  

For instance, consider melting ice blocks. Ice melts as it absorbs heat and undergoes a rise in its temperature. Furthermore, during the melting process, ice absorbs latent energy which helps in the change of its state from solid to liquid. However, the temperature of ice does not change when it intakes latent heat.

 

Furthermore, three primary forms of latent heat are as follows:

It refers to the energy related to freezing of liquid and melting of solid.

Whereas, latent heat of vaporization refers to the energy related with changing of solid or liquid to gas and condensation of vapour.

Take an example of a bucket of water which is boiling. Moreover, when water in the bucket is boiling, its temperature stays at 100 degree Celsius or 212 degrees Fahrenheit till it completely evaporates. This happens because water absorbs the heat applied as latent heat of vaporization. Further, it is taken by the evaporating molecules.

 

Additionally, in this same way, the temperature of ice when it melts is 0 degree Celsius or 32 degrees Fahrenheit. Also, the water which is formed with the effect of latent heat of fusion is 0 degree.

  • Sensible Heat: Although sensible heat is often called latent heat, it isn’t a constant-temperature situation, nor is a phase change involved. Sensible heat reflects heat transfer between matter and its surroundings. It is the heat that can be “sensed” as a change in an object’s temperature.

 

Specific Latent Heat

Specific latent heat refers to the quantity of energy in heat form needed for the complete change of phase for one unit of mass of a particular matter. This is an intensive property. The specific latent heat expression is:

L = Q / m

Material or substance features are intensive properties which do not depend on the extent or shape of any matter. So, accordingly, to evaluate specific latent heat of water value for fusion and vaporization use the following expression:

Q = m x L

Where, Q is quantity of absorbing or radiating heat or during change of state of any matter (joules or calories)

m is mass of matter (kilograms)

L is specific latent heat for a particular matter (kJ kg-1); Lv for vaporization and Lf for fusion

Note: The latent heat of water at 0 degree Celsius for fusion is nearest to 334 joules per gram or 79.7 calories per gram. On the other hand, the latent heat of water at 1000C for vaporization is approximately 2230 joules per gram or 533 calories per gram.

 

Do It Yourself

(i) The Energy Absorbed or Released During a Change of State is Known as:

(a) thermal heat

(b) kinetic energy 

(c) fusion 

(d) latent heat

 

(ii) Water Molecules have the Greatest Kinetic Energy in

(a) Ice at 00C

(b) Water at 373 K 

(c) Water at 980C

(d) Steam at 1500C. 

 

Latent heat of water is a vital concept in Physics, and you must have a thorough knowledge of its related concepts for good grades in your examinations. Now you can even download our app for convenient access to detailed study materials and interactive online sessions.

 

Sensible Heat and Meteorology 

While latent heat of fusion and vaporization are used in physics and chemistry, meteorologists also consider sensible heat. When latent heat is absorbed or released, it produces instability in the atmosphere, potentially producing severe weather. The change in latent heat alters the temperature of objects as they come into contact with warmer or cooler air. Both latent and sensible heat cause air to move, producing wind and vertical motion of air masses.

 

Examples of Latent and Sensible Heat

Daily life is filled with examples of latent and sensible heat:

1. Boiling water on a stove occurs when thermal energy from the heating element is transferred to the pot and in turn to the water. When enough energy is supplied, liquid water expands to form water vapor and the water boils. An enormous amount of energy is released when water boils. Because water has such a high heat of vaporization, it’s easy to get burned by steam.

 

Similarly, considerable energy must be absorbed to convert liquid water to ice in a freezer. The freezer removes thermal energy, allowing the phase transition to occur. Water has a high latent heat of fusion, so turning water into ice requires the removal of more energy than freezing liquid oxygen into solid oxygen, per unit gram.

2. Latent heat causes hurricanes to intensify. Air heats as it crosses warm water and picks up water vapor. As the vapor condenses to form clouds, latent heat is released into the atmosphere. This added heat warms the air, producing instability and helping clouds to rise and the storm to intensify.

3. Sensible heat is released when soil absorbs energy from sunlight and gets warmer.

4. Cooling via perspiration is affected by latent and sensible heat. When there is a breeze, evaporative cooling is highly effective. Heat is dissipated away from the body due to the high latent heat of vaporization of water. However, it’s much harder to cool down in a sunny location than in a shady one because sensible heat from absorbed sunlight competes with the effect from evaporation.

 

Tips to Memorize Latent Heat of Water:

  1. Make notes so that you can refer to them easily before exams. Make sure you include only important points and write legibly.

  2. You can make use of educational websites, such as , where you can find useful solutions, such as notes,
    mock tests, and more. 

  3. Go through the definitions and key points every day.

[Physics Class Notes] on Life Cycle of Stars Pdf for Exam

Stars are huge balls of fire that emit tremendous heat and light. Like fireflies illuminating in the summer night, a fixed shining dot that you see in an infinite velveteen sky is the star.

Stars are billions of years old and also they take millions of years to form. Stars are born in the nebula: an interstellar cloud of dust and mostly hydrogen gas.

Within these nebulous interstellar nurseries, stars begin their life as protostars or hot cores (formed by the collection and collapse of dust and gas) and follow various stages in their formation.

Star Formation

As we know that stars take millions of years in their formation. The life cycle of a star from birth till death and all the stages in between take millions of years, that’s why we find no changes in their appearance, as human life is like a fraction of the blink of an eye to these titans.

A star is not one in the count; they are millions or billions in numbers scattered around the universe.

A star begins its life as a protostar inside vast molecular clouds of dust and gas; these molecular clouds are called nebulae or dark nebulae.

Nebula, a nebula is an interstellar cloud of molecules like hydrogen, helium, and scattered particles of dust.

Normally, these molecules or nebulae are cold and stable; however, a nearby supernova explosion may send a tremendous amount of energy to this molecular cloud. Now, in the molecular cloud, this transmitted energy causes a gravitational disturbance due to which these particles contract under the effect of its gravity.

Life Cycle of a Star

Under the contracting effect of gravity, these hydrogen and helium elements combine to increase the mass in the center of the cloud. This increase in mass increases the gravitational pull. The gravitational pull attracts all the molecules and particles from the surrounding.

Now, as the molecules keep on falling on the center of the cloud, the mass of the cloud increases, and its center starts heating,the heated center is called a protostar.

Now, this protostar keeps on attracting more and more molecules towards itself leading to its temperature rise. The temperature rise continues until the stage comes when the pressure reaches the extent that two hydrogen atoms begin to fuse, forming helium by releasing heat and radiation.

So, the process of fusing two hydrogen atoms to form helium by releasing tremendous energy is called nuclear fusion.

Now, what happens next is, the inward force by gravity gets balanced by the outward force created by the emitted heat and radiation. This inward and outward balancing of the force is the moment when the star is born.

Now, let’s understand the seven stages of star:

Life Cycle of Star Stages

We discussed how stars are formed. However, there are seven stages of a star that takes millions or billions of years in formation. We cannot see any changes in the star formation or other factors because human life is short span to observe these slow changes.

Now, we will understand how star formation occurs and what stages it goes through. 

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We know that a star originates as a collection of large clouds of gas. Since the temperature of the cloud is low for the nuclear synthesis of molecules, they undergo further processes to let this happen.

The Orion cloud complex in the Orion system is an example of the life cycle of a star.

Under the gravitational pull, all the surrounding particles and molecules accumulate at the center of the cloud. As the mass keeps on increasing, the temperature increases as well. This heating results in the clumping of molecules; this clumping is known as a protostar.

A T-Tauri Phase begins when materials discontinue falling in the core of the cloud and release a lot of energy. However, a T-Tauri star is not enough to carry nuclear fusion, so it switches to its advanced stage, i.e., main stage sequence.

The main sequence stage is the commencement of nuclear fusion. This is the stage when two hydrogen atoms undergo nuclear fusion to form helium. This reaction is exothermic, and a lot of energy is released at this moment.

As the star continues to convert hydrogen atoms into helium in its lifetime, a time comes when an internal reaction stops. After the reaction stops, a star starts contracting inwards while gravity tries to expand it.

As the star expands, firstly, it becomes a supergiant and then a red giant. These red giants are cooler than the main-sequence stars; that’s why they appear reddish.

We know that helium atoms fuse at the core. The energy of these reactions prevents the core from collapsing, and therefore, it shrinks and starts fusing Carbon. Once the helium fusion ends, the iron function commences.

This iron fusion reaction releases energy and causes the core to collapse; this implosion transforms these huge stars into supernovae.

Supernova is the death of a massive star. A planetary nebula is born when a low mass star dies (Here, low mass means the mass less than eight times the mass of the Sun).

The result is the biggest explosion called the supernova, leaving behind a neutron star/black hole.

[Physics Class Notes] on Liquid – Drop Model Pdf for Exam

The aim is to explain nuclei’s masses and binding energies. The Liquid Drop Model is named after the fact that nuclei are thought to behave similarly to liquids (at least to first order). A liquid’s molecules are kept together by the Van der Waals force, which exists only between close neighbours.

 

Liquid Drop Model of the Nucleus

The liquid drop model of the nucleus explains forces in atomic nuclei as if they were created by a tiny liquid drop in nuclear physics. On a nuclear scale, however, the fluid is made up of nucleons (protons and neutrons). The liquid drop model accounts for the fact that the forces acting on nucleons on the surface vary from those acting on nucleons on the inside, where they are absolutely surrounded by attracting nucleons. This is analogous to considering surface tension as a factor in calculating the energy of a tiny liquid drop.

 

Key Facts of Nuclear Liquid Drop Model

  1. Nuclei seem to have a constant density, according to scattering studies.

  2. Nuclei have their own volume and surface, where various forces work.

  3. The nucleus is spherical in its ground state.

  4. This spherical nucleus can be twisted into a dumbbell shape and then broken into two fragments if enough kinetic or binding energy is applied.

  5. For the binding energy of nuclei, the Weizsaecker formula is an empirically refined variant of the liquid drop model. The terms are as follows:

    1. Volume term

    2. Surface term

    3. Asymmetry term

    4. Pairing term

    5.  Coulomb term.

  6. Binding energies and masses of atomic nuclei can be calculated using the Weizsaecker formula. As a result, we can calculate the energy released per fission.

Semi-Empirical Formula

The von Weizsäcker mass formula (also known as the semi-empirical mass formula – SEMF) was published in 1935 by German physicist Carl Friedrich von Weizsäcker and was one of the first models that could accurately explain the action of nuclear binding energies and thus nuclear masses. The liquid drop model proposed by George Gamow is the basis for this theory.

The atomic nucleus, according to this model, behaves like the molecules in a drop of liquid. The fluid, on the other hand, is made up of nucleons (protons and neutrons) held together by a strong nuclear force. The nucleus’ liquid drop model takes into account the fact that nuclear forces on nucleons on the surface vary from those on nucleons in the nucleus’ interior. Other attracting nucleons completely surround the interior nucleons. The forces that shape a drop of liquid can be compared to this.

The nucleus is spherical in its ground state. This spherical nucleus can be distorted into a dumbbell shape and then broken into two fragments if enough kinetic or binding energy is applied. The splitting of such heavy nuclei must be followed by energy release since these fragments have a more stable configuration. This model does not account for all of the atomic nucleus’s properties, but it does account for the expected nuclear binding energies.

 

The Liquid Drop Model

George Gamow suggested the liquid drop model, which was further developed by Niels Bohr and John Archibald Wheeler. It treats the nucleus as an incompressible fluid drop with a very high density that is kept together by the nuclear force (a residual effect of the strong force), with a structure that resembles that of a spherical liquid drop. The liquid drop model, though crude, accounts for most nuclei’s spherical shape and allows a rough prediction of binding energy.

The mass formula is solely determined in terms of the number of protons and neutrons it includes. Five terms are described in the original Weizsäcker formula:

  • Interior nucleon has a certain number of other nucleons in contact with it when an arrangement of nucleons of the same size is packed together into the smallest volume. As a result, the amount of nuclear energy emitted is proportional to the volume.

  • The presumption that each nucleon interacts with the same number of other nucleons is corrected by surface energy. Since this definition is negative and proportional to the surface area, it is approximately equal to liquid surface tension.

  • The potential energy of each pair of protons is known as Coulomb energy. The binding energy is diminished since this is a repulsive force.

  • The Pauli exclusion theory is explained by asymmetry energy (also known as Pauli Energy). Uneven numbers of neutrons and protons mean that one form of the particle will fill higher energy levels while the other will leave lower energy levels empty.

  • The propensity for proton and neutron pairs to form is explained by pairing energy. Due to spin coupling, an even number of particles is more stable than an odd number.

What are the major achievements of the liquid-drop model?

The liquid-drop model was an efficient model that helped scientists study atomic nuclei. The major achievements of the liquid-drop model are:

  • It helps in predicting the atomic mass of the nuclei accurately.

  • It helps in predicting the binding energies of various nuclei accurately.

  • It helps scientists in predicting the emission of alpha particles and beta particles in radioactivity.

  • It also efficiently explains the basic features of the process of fission.

What properties can be studied using a liquid-drop model?

The liquid-drop model can be efficiently used to study various properties of nuclear physics. This model considers the nucleus of an atom as a liquid. Nuclear properties, like binding energy, are studied through a liquid-drop model and are expressed in parameters that are associated with a liquid such as a volume energy, compressibility, and surface energy. The model was also used to explain how a nucleus performs when it undergoes fission.

What are the major advantages of the liquid-drop model?

The liquid-
drop model has various advantages in the field of nuclear physics. The major advantages of the liquid-drop model are:

  •  The liquid-drop model explains the spherical shape and stability of nuclei very well.

  • The model helps in predicting the binding energy of the nucleus and also helps us to know how much energy is available for consumption purposes.

  • The model helps in explaining the radioactive phenomenon of artificial radioactivity and nuclear fission.

Some terminologies related to nuclear physics

  • Nucleon: it refers to a proton or a neutron in the nucleus of an atom.

  • Atomic number: it refers to the number of protons present in a nucleus and is denoted as Z.

  • Atomic mass number: it refers to the number of nucleons present in a nucleus and is denoted as A =N+Z.

  • Nuclide: it is the term given to a nucleus that contains a specific value of A and Z. the values of A and Z are written next to the chemical symbol in the form of subscript and superscript. The atomic mass number is written in the superscript and the atomic number is written in the subscript.

  • Isotope: it refers to a nucleus that has the same atomic number but a different atomic mass number. The isotopes generally have similar chemical and atomic behavior but may possess different nuclear properties.

  • Isotone: it refers to a nucleus that contains a different number of protons but the same number of neutrons.

  • Isobar: these are just the opposite of isotopes and refer to a nucleus that has the same atomic mass number but a different atomic number.

  • Mirror nuclei: these refer to a pair of unique nuclei wherein the number of protons in one nucleus, say A is equal to the number of neutrons in the other nuclei, say B, and the number of neutrons in A is equal to the number of protons in B.

Learn more about the liquid drop model of the atomic nucleus by from the top subject matter experts and build a strong foundation of nuclear physics. Find out deeper insights into this topic and proceed with better concepts to study advanced subjects.

[Physics Class Notes] on Mach Number Pdf for Exam

Concept of Mach Number

For explaining the concept in a simple manner; Mach number 1 speed is equated to the speed of sound. If Mach 0.75 denoted, it would be considered 75% of the sound speed, which is also known as subsonic. If Mach 1.65 is indicated, it will be regarded as 65% faster than the sound speed, also known as supersonic speed.   

The sound depends on the surrounding space at a specific pressure and temperature; also, we can determine whether the flow is incompressible with the help of the Mach Number.

The surrounding space can either be gas or liquid. 

The boundary will be stable, but the medium can be flowing, or the boundary can travel in a medium, meaning it is at a rest state. There can be a situation where both the medium and boundary are traveling with some speed.

The medium can be channeled through various devices like the wind tunnels or sometimes may immerse in the medium. As the ratio of two speeds expresses the number, Mach Number is considered as a dimensionless number.

Since it was worked upon by an Austrian Physicists and Philosopher by Ernst Mach, it has been named as Mach number. Since it is a dimensionless quantity and not a measurable unit, the word Mach is put before the number, like Mach 1 and not 1 Mach.

What is Mach Number in Physics?

Mach Number Definition – The ratio of the flow velocity after a certain limit of the sound speed is known as the Mach number. In simple terms, it is the ratio of the speed of the body to the sound’s speed in the surrounding medium.

Mach Number Formula

The Mach Number formula is:

M = v/c

Where,

[M_{a}] = [frac{v}{c}]

[M_{a}] → Mach Number

V → speed or velocity of an object.

c → speed or velocity of sound.

In simple terms, the speed of sound can be equated to Mach 1. Thus Mach 0.75 will be 75% speed of the sound, also known as subsonic speed, and Mach 1.65 will be 65% faster than the speed of sound, known as the supersonic speed.

The local speed of sound is dependent on the pressure and temperature of the surrounding medium. Mach number can also determine if the flow is incompressible. The medium can either be gar or liquid. There are many scenarios where the medium can be flowing, but the boundary is stable, or the medium and boundary are both traveling, meaning that medium is at rest. Even though the boundary and medium both are traveling at a certain speed, but their velocities concerning each other are what matters. The medium can be channeled through various devices like the wind tunnel or can be immersed in the medium. Since Mach number is the ratio of two speeds, it termed as a dimensionless quantity.  

Mach Number Classification

Below based on the ratio values, the Mach number is termed in various regimes.

Subsonic:

The aerodynamic features like the rounded noses or the leading edges found in the commercial aircraft. They have a mach speed below 0.8.

Transonic:

The aircraft with swept wings built have a mach speed value of 0.8 – 2.1.

Supersonic:

The aircraft has a definite design and a complete movement of thin aerofoil sections, canards, and sharp edges that can fly at supersonic speed with mach speed value between 1.2 and 5.0.

Hypersonic:

The aircraft that fly at Mach value of between 5.0 – 10.0 has many distinctive features like the small wings and nickel-titanium skin that is cooled. A world record was created by the U.S. plane X-15, which flew at a speed of Mach 6.72.

High-Hypersonic:

When flying at mach levels of 10.0 – 25.0, thermal controls become an important factor while designing as the hotness of the surface needs to be considered beforehand.

Re-Entry Speeds:

When the mach speed is above 25.0, its craft doesn’t require wings but a blunt design.

Classification of Mech Regime

Regime

Speed

(Mach)

(knots)

(mph)

(km/h)

(m/s)

Re-entry speeds

>25.0

>16,537

>19,031

>30,626

>8,508

High-hypersonic

10.0 – 25.0

6,615 – 16,537

7,680 – 19,031

12,251 – 30,626

3,403 – 8,508

Hypersonic

5.0 – 10.0

3,308 – 6,615

3,806 – 7,680

6,126 – 12,251

1,702 – 3,403

Supersonic

1.3 – 5.0

794 – 3,308

915 – 3,806

1,470 – 6,126

410 – 1,702

Transonic

0.8 – 1.3

530 – 794

609 – 914

980 – 1,470

273 – 409

Subsonic

<0.8

<530

<609

<980

<273

[Physics Class Notes] on Magnetic Monopole Pdf for Exam

In particle Physics, a magnetic monopole is a speculative rudimentary molecule that is a separated magnet with just a single magnetic pole (a north pole without a south pole or the other way around). A magnetic monopole carries a net “magnetic charge”.

However, electric monopoles are a single-point charge, like an electron or positron, in which all the electric field lines point internally for a net negative electric charge or away for a net positive electric charge.

This is how a magnetic monopole and electric monopole looks like:

This page will give you ample information on magnetic monopoles, electric monopoles, Dirac monopole, and monopole uses.

Point to Note:

From the above text, we understand that all matter at any point disengaged to date, remembering each atom on the periodic table and each particle in the standard model, has zero magnetic monopole charge.

Consequently, the common phenomena of magnetism and magnets have nothing to do with magnetic monopoles.

Magnetic Monopole Discovery

Numerous early researchers credited the attraction of lodestones to two diverse “magnetic fluids” (“effluvia”), a north-pole fluid toward one side and a south-pole fluid at the other, which pulled in and repulsed each other in similarity to positive and negative electric charge.

However, an improved comprehension of electromagnetism in the nineteenth century showed that the magnetism of lodestones was appropriately clarified not by attractive monopole fluids, yet rather by a mix of electric currents, the electron magnetic moment, and the magnetic moments of different particles. 

Gauss’s law for magnetism, one of Maxwell’s equations, is the numerical explanation that magnetic monopoles don’t exist. 

In any case, Pierre Curie brought up in 1894 that magnetic monopoles could possibly exist, regardless of not having been seen up until this point.

What After Curie’s Statement on Magnetic Monopoles?

Pierre Curie called attention to in 1894 that magnetic monopoles could possibly exist, notwithstanding not having been seen up until now. 

Dirac Magnetic Monopole

The quantum theory of magnetic charge began on a paper by the physicist Paul Dirac in 1931.

In this paper, Dirac showed that assuming any magnetic monopoles exist in the universe, all-electric charges in the universe should be quantized (Dirac quantization condition).

The electric charge is, indeed, quantized, which is steady with (however doesn’t demonstrate) the presence of monopoles. 

What after the Dirac Monopole Experiment?

Dirac Monopole

Since Dirac’s paper, a few precise monopole experiments have been performed. 

Trials in 1975, and 1982 created concurrent occasions that were at first deciphered as monopoles, yet are currently viewed as inconclusive. Therefore, it stays an open inquiry whether monopoles exist. 

No Magnetic Monopoles

Further advances in hypothetical particle Physics, especially improvements in grand unified theories (GUTs), and quantum gravity, have prompted additional convincing contentions that monopolies do exist. 

Joseph Polchinski, a string-scholar, depicted the presence of monopoles as “probably the most secure bet that one can make about material science not yet seen”. These speculations are not really conflicting with the exploratory proof.

Why Theory on Magnetic Moments Still Remains a Confusion?

The theories mentioned in the “no magnetic monopoles” are not really conflicting with the exploratory proof. 

In some hypothetical models, magnetic monopoles are probably not going to be noticed, in light of the fact that they are too monstrous to even consider making in particle accelerators, and furthermore too uncommon in the Universe to enter a particle detector with much probability.

Dynamic Examination of a Magnetic Monopole

Some dense matter frameworks propose a design cursorily like a magnetic monopole, known as a flux tube. 

The finishes of a flux tube form a magnetic dipole, however since they move autonomously, they can be treated for some reasons as free magnetic monopole quasiparticles. 

Since 2009, various news reports from the famous media have mistakenly portrayed these frameworks as the long-anticipated revelation of the magnetic monopoles, yet the two marvels are simply cursorily identified with one another. These consolidated matter frameworks stay a space of dynamic examination/active research.

Now, Let Us Understand the Magnetic Monopole Uses:

Magnetic Monopole Uses

The reason is, by polarizing a spherical metallic chamber with an outward field (or by building dividers made of connected loops), the chamber gets loaded up with an etheric vacuum. This has demonstrated to be an exceptionally solid obstruction against outside attacks, particularly electromagnetic and etheric ones.

  • Charged magnetic monopoles repulse each other actually like magnets. This could likely be utilized to construct a genuine magnetic levitation rail route, by setting sheets of comparative monopoles under the train and on the tracks. Propulsion would be possible by calculating the sheets, which would speed up or decelerate the train (however, making a monopole out of a sheet of metal has proven difficult, and impractical work).

Do You Know?

  • Conceivable future headings of examination are: expanding the magnetization strength by building an all the more remarkable charging unit (potentially utilizing a few layers of curls masterminded in a progression of polyhedrons and momentum from homopolar generators or the Russian collapse method), constructing a twofold monopolar chamber and the quest for a magnetic tripole.

  • A magnetic monopole is the magnetic rendition of a charged particle like an electron, and throughout the previous 70 years, physicists have accepted that one may exist someplace in the universe.