When physics talk about fever

Well, I think most of people have been getting a fever before. Here I can say that fever is a saver. Magic answer. How could?  We know as biologist system fever is a protective self defense mechanism of the body, when disease becomes threat to life or organs.

The temperature of fever is to act as a saver.
In physical appearance, the temperature and shivering of fever is a warning signal of a disease and its action comes under protective self defense mechanism of the body. Fever temperature and discomfort comes under the protective covering definition.The decrease of essential temperature to maintain life is the cause of fever. Cause of decrease of essential temperature is the actions of troubles and problems made by disease.

Owing to many reasons, the essential temperature of the body may get lowered. But it cannot be reduced beyond a certain limit, since such a situation endangers life. When the temperature of the body goes down below the limit, the temperature from inside may expel outside the body and destroy the remaining temperature and may result in the loss of life. In order to avoid this dangerous situation, the defense mechanism of the body creates temperature for the body to preserve it. The temperature of fever is to act as a saver. In fever condition how much essential temperature decreased in the body, corresponding temperature is produced to generate counter balance of the decreasing essential temperature. Temperature of fever like hot pot protects temperature loss of hot-water, the body might be preserving the temperature. It is this protective covering in the body like temperature of fever and discomfort being destroyed without knowing the usage about it.

Temperature decreasing symptoms and signals.
Fever patient feels the symptoms and signals of temperature decreases. If we apply heat to the body by heat pad or hot bag, the patient will like the heat, if we apply temperature removing methods, the patient feel temperature decreasing is the symptom of heat decreasing. Then we apply more temperature reducing methods to the body, the shrinking of skin and blood vessels is an evidence of temperature decrease. If we reduce fever temperature , body starts to shiver-an action-This is the warning and signal of temperature decreasing. If temperature is increased, the feeling of temperature decrease is not felt. A patient feels all the symptoms, activities, signs of temperature decreases. The fever patient feels temperature decreasing is the symptom of temperature decreasing itself.If the temperature is increased, there is no technology in this world to make us feel that temperature is decreased.There is no technology in this world, which makes one cover the body and like heat when temperature is increased.

Why does our body shiver when temperature of fever increases?
Shivering of body is like an inverter used to do work most essential lights and machines in emergency due to power failure. During fever one shivers because of the lack of enough temperature in shivering area. In other words if a body have enough temperature to maintain its normal body temperature it will not shiver. The decrease of essential temperature to maintain life is the cause of shivering.

A protective covering has an ability to make other actions.
During fever sponge with water is used to reduce temperature , then shivering takes place to produce heat. Shivering is a productive action.

Why decreasing thirst, appetite, digestion and motion when there is fever temperature increasing?
The reducing of hunger and thirst, metabolic activities, and similar changes in the body, are all due to get aside the available temperature to preserve the body, by lessening other activities. If the defecation occurs as usual, it will further result in the loss of temperature. If food is not tasty, we will normally decrease the food – intake, which in turn will decrease defecation.

y does a feverish person fell unconscious when there is fever temperature increasing?
hen there is a voltage-decrease, electric gadgets got off, in order to protect the gadget. Similarly when energy level is decreased we feel dizziness and giddiness, unconsciousness, getting tired etc in order to protect the life.
hy the temperature of fever never make difficulties to the patient when there is an increase in temperature?
The fever patient never complaint about the temperature is increasing. But the patient want more heat and heat generating articles because the defense mechanism of the body creates fever temperature.

If heat is applied to a fever person, is there a chance of increasing temperature?
No. The fever temperature is produced by the body as a last resort of protection of life. If the body gets more temperature, then the body stops to create fever temperature.
common basic science
Even though now we are living with a lot of fevers with different names like Leptospira, swine flue, Chikkun Guniya,.. etc, the symptoms of fever patients have many things in common.
All the symptoms and signals of hypothermia can be seen in fever too. That means there is a common basic science behind these phenomena.
It is commonly observed that our body shivers during cold, rainy season, hypothermia and in high fever. The decrease in the temperature affects blood circulation and to avoid this dangerous situation our body makes heat itself by shivering. The body of a feverish person shivers when he is exposed to the cold breeze of the fan. He rejects cold things and desires for having hot food items, warm clothes and stay in bed covering the body.

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I love physics

What is physics?
Physics is a branch of science that studies matter and its motion as well as how it interacts with energy and forces. Physics is a huge subject. There are many branches of physics including electricity, astronomy, motion, waves, sound, and light. Physics studies the smallest elementary particles and atoms as well as the largest stars and the universe.

Scientists who are experts in physics are called physicists. Physicists use the scientific method to test hypotheses and develop scientific laws. Some of the most famous scientists in history are considered physicists such as Isaac Newton and Albert Einstein.

Why is physics important?
Physics explains how the world around us works. Many of our modern technologies are based off of scientific discoveries made in the science of physics. Engineers use physics to help design airplanes, cars, buildings, and electronics such as computers and cell phones.

Important Discoveries in Physics
* Nicholas Copernicus - discovered that the Earth rotates around the Sun.
* Galileo - demonstrated that heavy objects do not fall faster than lighter ones in his famous Leaning Tower of Pisa experiment.
* Isaac Newton - published the three laws of motion and explained how gravity works.
* John Dalton - described the atom and the atomic theory of matter.
* Albert Einstein - published the theory of relativity.
* Max Planck - described quantum theory.

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Physic? What is it?

So … what do we mean by Physics?

The dictionary definition of physics is “the study of matter, energy, and the interaction between them” , but what that really means is that physics is about asking fundamental questions and trying to answer them by observing and experimenting.

Physicists ask really big questions like:
How did the universe begin?
How will the universe change in the future?
How does the Sun keep on shining?
What are the basic building blocks of matter?
If you think these questions are fascinating, then you’ll like physics.
What do Physicists do?

Many physicists work in ‘pure’ research, trying to find answers to these types of question. The answers they come up with often lead to unexpected technological applications. For example, all of the technology we take for granted today, including games consoles, mobile phones, mp3 players, and DVDs, is based on a theoretical understanding of electrons that was developed around the turn of the 20th century.

Physics doesn’t just deal with theoretical concepts. It’s applied in every sphere of human activity, include
* Development of sustainable forms of energy production
* Treating cancer, through radiotherapy, and diagnosing illness through various types of imaging, all based on physics.
* Developing computer games
* Design and manufacture of sports equipment
* Understanding and predicting earthquakes

…in fact, pretty much every sector you can think of needs people with physics knowledge.
Well, what about mathematics?
Many apparently complicated things in nature can be understood in terms of relatively simple mathematical relationships. Physicists try to uncover these relationships through observing, creating mathematical models, and testing them by doing experiments. The mathematical equations used in physics often look far more complicated than they really are. Nevertheless, if you are going to study physics, you will need to get to grips with a certain amount of maths.

…and computers?
Physicists are increasingly using advanced computers and programming languages in the solution of scientific problems, particularly for modelling complex processes. If the simulation is not based on correct physics, then it has no chance of predicting what really happens in nature. Most degree courses in physics now involve at least some computer programming.

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We got a problem!

A Problem in Dynamics
James Clerk Maxwell

An inextensible heavy chain
Lies on a smooth horizontal plane,
An impulsive force is applied at A,
Required the initial motion of K.

Let ds be the infinitesimal link,
Of which for the present we’ve only to think;
Let T be the tension, and T + dT
The same for the end that is nearest to B.

Let a be put, by a common convention,
For the angle at M ‘twixt OX and the tension;
Let Vt and Vn be ds’s velocities,
Of which Vt along and Vn across it is;

Then Vn/Vt the tangent will equal,
Of the angle of starting worked out in the sequel.
In working the problem the first thing of course is
To equate the impressed and effectual forces.

K is tugged by two tensions, whose difference dT
Must equal the element’s mass into Vt.
Vn must be due to the force perpendicular
To ds’s direction, which shows the particular

Advantage of using da to serve at your
Pleasure to estimate ds’s curvature.
For Vn into mass of a unit of chain
Must equal the curvature into the strain.

Thus managing cause and effect to discriminate,
The student must fruitlessly try to eliminate,
And painfully learn, that in order to do it, he
Must find the Equation of Continuity.

The reason is this, that the tough little element,
Which the force of impulsion to beat to a jelly meant,
Was endowed with a property incomprehensible,
And was “given,” in the language of Shop, “inexten-sible.”

It therefore with such pertinacity odd defied
The force which the length of the chain should have modified,
That its stubborn example may possibly yet recall
These overgrown rhymes to their prosody metrical.

The condition is got by resolving again,
According to axes assumed in the plane.
If then you reduce to the tangent and normal,
You will find the equation more neat tho’ less formal.

The condition thus found after these preparations,
When duly combined with the former equations,
Will give you another, in which differentials
(When the chain forms a circle), become in essentials

No harder than those that we easily solve
In the time a T totum would take to revolve.
Now joyfully leaving ds to itself, a-
Ttend to the values of T and of a.

The chain undergoes a distorting convulsion,
Produced first at A by the force of impulsion.
In magnitude R, in direction tangential,
Equating this R to the form exponential,

Obtained for the tension when a is zero,
It will measure the tug, such a tug as the “hero
Plume-waving” experienced, tied to the chariot.
But when dragged by the heels his grim head could not carry aught,

So give a its due at the end of the chain,
And the tension ought there to be zero again.
From these two conditions we get three equations,
Which serve to determine the proper relations

Between the first impulse and each coefficient
In the form for the tension, and this is sufficient
To work out the problem, and then, if you choose,
You may turn it and twist it the Dons to amuse.

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Modern Technology? Is there any relation with PHYSICS?

In the middle of twentieth century, scientific progress seems to go forward in bounds. Too often physics was seen as a pure science, a study talked about unimportant things, isolated from "real technologies" world. But it just a framework for people that don't understand physics completely. As long as you know, basic from nano particle has been started from physics. Flashdisk? that also a result of modern physics. Live has changed, clasical physics also changed into modern physics. Let we see, laser is a classic example on how science, technology, society, environment and human are unity system. We do already know that science has a lasting impact on the world. There are symbiotic relationship that exists between science, technology, society, and environment.

To many people, science and technology are almost one. There's no doubt that they're very closely related. Technology has very quickly refined and improved its operation. Back to the laser, it use widespread. Supermarket scanners, surveying, surgery, medical equipment are just a few of an innovations of laser technology. So, it would be impossible to separate the importance of science and technology of society, because they're intimated closely. Enough hard to break them up.

Just like another innovations, some developments always have their plus-minus impacts. We increasing demand for energy has strained our environment to its limits. While demanding more and more energy, has also demanded science and technology find alternative source of energy. That's why we found of nuclear, solar, wind, hydro, geothermal, and also fossil as our energy sources. Well, it slowly being a two-edged sword
Did you remembered about a history of computer? First time it invented, computer is being a huge size. But as long as time goes now inventions in technology have resulted in the ability to put more and more powerful computers into a smaller and really smaller pieces. How about disk? Well I've been grown up in the middle of using floppy disk, maybe in my junior high school. Wow it was really expensive at the time. But world always change, technology give us a great development. Now we can use a micro sd that can save until 16 Gigabyte, with a small price of course.

Same things happen on car too. Now we can use hybrid car which hybrid autos that run on both electricity and gasoline can greatly reduce pollutions. Isn't that great? Cars built of carbon composite materials are lighter and stronger than car made of traditional materials. Computer controlled ignition and fuel systems increase motor efficiency. Then, all of those factors can assist in protecting the environment. Important to remembered, we could built a huge inventions of technology and science, but it wouldn't make a sense if we couldn't protect our environment with our technology.

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Career in Physics?

Physics is the study of the relationship between matter and energy (McGraw&Reyson, 2011). Just like another science, physic more than just a car for testing laws through experimentation, being a search for understanding through inquiry and some process of crafting that understanding into laws applicable to a wide range for some phenomenon. Then we can say, as a scientific process physics could provide us an explanations for things we observed.  Not only macro's phenomenon but also micro until sub atomic particle has been investigated by physicist. There are so many topics that we can talk about in physics. Just like a kinematic, electromagnetic in everyday occurences to astronomical events. Do you remember an eclipse before? Yeah that also some of many phenomenon we can observed.

Then, isn't too much if we say that our life based on physics. Even from the natural cycles of weather to the high-tech gadgets of communication, just like what you've hold now, relies on basic principles of physics. But somehow, from every people who already enter an undergraduate always think, "What job that i'll offer?" "Could we offer some job?" It was natural, because being mature is a process. I do love physics, but can we got some job from everything we learn here? Do we have any opportunities get some job beside being only in academic?  For an extreme question, could we offering job that give a huge payment? And the answer, YES OF COURSE! Only if you trying your best studies physics.

Okay, now please think that aspects of physics are found in the wide range of careers. Maybe you'll think about engineering and academic research after hear "physics" word. But, do you know that we also needed in another professions like medical and technologies, science journalism, computer science and also in physics academic. There are a medical physics which talk about relationship between phsyics and medical things. Also material physics which talk about matter in physics espescially for a micro to nano particles.

For example, are you a musician? Or maybe you have some interest in music? You will be able to achieve better understanding from nature of sound. Do you like to observe space and earth sciences? Exactly you could learn better from nature of astronomy, the you could try for entry in space technology, geophysics, geology, atmospheric sciences, energy&resources also ocean sciences. How if we don't have any interest in technical? But we love physics. Could we still get offer a job? Yeah, of course you could. You can apply in law, administration, business, journalism, physics museums or maybe a technology museums, sports because we do some physics theory there, marketing in spare part of heavy equipment, also you can try in art and science communication.

Study the diagram about career opportunities above. You'll gonna achieve so much experience here. Then you also gain so many skills in physics course. Consider one or more that might be espescially appealing to you and begin research attain it. So, what do you waiting for? Find your passion now! Do what you love. Remember, do everything we wanna do, even a science socio or language things, but with love please. World has waiting for you, guys. People succeed and are happiest when in a career that really interest them, not just one they are good at, so keep explore!

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Evaluation of Education

Evaluation is a vital component of the continuing health of organizations. If evaluationsare conducted well, organizations and their people will have the satisfaction of knowing withconfidence which elements are strong and where changes are needed. Evaluation is thereforea constructive pursuit. Evaluation is perhaps society’s most fundamentaldiscipline; it is an essential characteristic of the humancondition; and it is the single most important andsophisticated cognitive process in the repertoire of humanreasoning and logic (Osgood, Suci, & Tannenbaum, 1957). In general, we refer to objects of evaluations as evaluands. When the evaluand is a person, however, we follow Scriven’s recommendation to label the person whose qualifications or performance is being evaluated as the evaluee(Scriven, 1991). Objects of evaluations may be programs,projects, policies, proposals, products, equipment, services, concepts and theories, data and other types ofinformation, individuals, or organizations, among others.

The extended definition of evaluation has provided an expanded look at key generic criteriafor evaluating programs. From the discussion, it is evident that the Joint Committee’s 1994 definition of evaluation and our adaptation focused on generic evaluative criteria are deceptivein their apparent simplicity. When one takes seriously the root term value, then inevitablyone must consider value perspectives of individuals, groups, and organizations, as well asinformation. The combining of these in efforts to reach determinations of the value ofsomething cannot be ignored. To serve the needs of clients and other interested persons,the information supplied to support evaluative judgments should reflect the full range ofappropriate values.We now expand the definition to outline the main tasks in any program evaluation anddenote the types of information to be collected. Our operational definition of evaluation statesthat evaluation is the systematic process of delineating, obtaining, reporting, and applyingdescriptive and judgmental information about some object’s merit, worth, probity, feasibility,safety, significance, and/or equity. One added element in this definition concerns the genericsteps in conducting an evaluation. The other new element is that evaluations should produceboth descriptive and judgmental information.

Many evaluations carry a need to draw a definitive conclusion or make a definite decisionon quality, safety, or some other variable. For example, funding organizations regularly haveto decide which proposed projects to fund, basing their decisions on these projects’ relativequality, costs, and importance compared with other possible uses of available funds (also see
Coryn, Hattie, Scriven, & Hartmann, 2007; Coryn & Scriven, 2008; Scriven & Coryn, 2008). Fora project already funded, the funding organization often needs to determine after a fundingcycle whether the project is sufficiently good and important to continue or increase its funds.In trials, a court has to decide whether the accused is guilty or not guilty. In determinations ofhow to adjudicate drunk-driving charges, state or other government agencies set decision rulesconcerning the level of alcohol in a driver’s blood that is legally acceptable. These examples arenot just abstractions. They reflect true, frequent circumstances in society in which evaluationshave to be definitive and decisive.

And then a big question has come. How can we say that something good is good enough? How bad is intolerable? The problem of how to reach a just, defensible, clear-cut decision never has an easy solution.In a sense, most protocols for such precise evaluative determinations are arbitrary, but they arenot necessarily capricious. Although many decision rules are set carefully in light of relevantresearch and experience or legislative processes, the rules are human constructions, and theirprecise requirements arguably could vary, especially over time. The arbitrariness of a cut score(for example, a score that classifies scores above it [the cut line] as good and those below itas unsatisfactory) is also apparent in different 𝛼 (alpha) and 𝛽 (beta) levels that investigatorsmay invoke for determining statistical significance. Typically, 𝛼 is set, by convention, at 0.05or 0.01, but it might as easily be set at 0.06 or 0.02. In spite of the difficulties in settingand defending criterion levels, societal groups have devised workable procedures that moreor less are reasonable and defensible for drawing definitive evaluative conclusions and making associated decisions.

    These procedures include applying courts’ rules of evidence andengaging juries of peers to reach consensus on a defendant’s guilt or innocence; settinglevels for determining statistical significance and statistical power; using fingerprints and DNAtesting to determine identity; rating institutions or consumer products; ranking job applicants orproject proposals for funding; applying cut scores to students’ achievement test results; pollingconstituents; grading school homework assignments; contrasting students’ tested performancewith national norms; appropriating and allocating available funds across competing services;and charging an authority figure with deciding, or engaging an expert panel to determine, aproject’s future. Although none of these procedures is beyond challenge, as a group they haveaddressed society’s need for workable, defensible, nonarbitrary decision-making tools (also seeCizek & Bunch, 2007).

When it is feasible and appropriate to set standards, criterion levels, or decision rules inadvance, a general process can be followed to reach precise evaluative conclusions. The stepssuggested here would be approximately as follows: (1) define the evaluand and its boundaries;(2) determine the key evaluation questions; (3) identify and define crucial criteria of goodnessor acceptability; (4) determine as much as possible the rules for answering the key evaluationquestions, such as cut scores and decision rubrics; (5) describe the evaluand’s context, culturalcircumstances, structure, operations, and outcomes; (6) take appropriate measurements relatedto the evaluative criteria; (7) thoughtfully examine and analyze the obtained measures anddescriptive information; (8) follow a systematic, transparent, documented process to reach theneeded evaluative conclusions; (9) subject the total evaluation to independent assessment;and (10) confirm or modify the evaluative conclusions.Although this process is intended to provide rationality, rigor, fairness, balance, andtransparency in reaching evaluative conclusions, it rarely is applicable to most of the programevaluations treated in this book. This is so because often one cannot precisely define beforehandthe appropriate standards and evaluative criteria, plus defensible levels of soundness for eachone and for all as a group. So how do evaluators function when they have to make plans,identify criteria, and interpret outcomes without the benefit of advance decisions on thesematters? There is no single answer to this question. More often than not, criteria and decisionrules have to be determined along the way. We suggest that it is often best to address the issuesin defining criteria through an ongoing, interactive approach to evaluation design, analysis,and interpretation and, especially, by including the systematic engagement of a representativerange of stakeholders in the deliberative process.

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