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Today, we will discuss the sources of electromagnetic waves. So, can anyone tell me if stationary charges can produce these waves?
No, stationary charges produce electrostatic fields only.
Correct! And what about charges in uniform motion, do they produce electromagnetic waves?
They produce magnetic fields, but they don't change with time, so they donβt create waves either.
Exactly! The only type of charge that can radiate electromagnetic waves is an accelerated charge. Can you give me an example of an accelerated charge?
An oscillating charge!
Right! An oscillating charge creates an oscillating electric field and a corresponding magnetic field. This cyclical generation leads to the emission of electromagnetic waves. Remember, the frequency of these waves matches the frequency of oscillation of the charge. Does anyone have a question about this process?
Why can't we just use a standard AC circuit to create visible light waves?
Great question! The frequency of visible light is much higher than what we can achieve with ordinary electronic circuits. This is why Hertz demonstrated electromagnetic waves in the radio frequency region first. Let's summarize: Electromagnetic waves arise from accelerating charges, and their frequency corresponds to the oscillation frequency of the charge.
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Now, letβs delve into historical experiments that validated Maxwellβs theory. Can anyone name an important experiment in this context?
Hertz's experiment!
Correct! Hertz was the first to produce and detect electromagnetic waves. What were some of the frequencies he worked with?
He worked in the radio wave region!
Exactly! Hertz created waves that were much longer than visible light. What else did his findings lead to?
They led to the development of technologies in communication!
Right again! Following Hertz, Jagdish Chandra Bose produced short-wavelength electromagnetic waves, and Marconi applied these principles to transmit signals over long distances. These advances were crucial for establishing modern communication. Can anyone summarize the significance of these experiments?
They proved the existence of electromagnetic waves and opened the door for communication technology!
Well done! Understanding these foundational experiments helps us appreciate the integration of Maxwellβs theories into real-world applications.
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Letβs synthesize what weβve learned about the sources of electromagnetic waves. Who can explain how an oscillating charge leads to wave propagation?
An oscillating charge creates an oscillating electric field, which generates a magnetic field. These two fields keep regenerating each other as the wave propagates.
Excellent! And why is it essential to understand this concept?
Because it not only explains the nature of light but also underpins communication technology!
Exactly! Light is indeed an electromagnetic wave, with its own unique frequency. Remember that not all charges can emit waves; only accelerated charges can do so. Does anyone have further questions or thoughts?
Can you briefly explain the relationship between the oscillation frequency of a charge and the frequency of the emitted wave one more time?
Certainly! The frequency of the electromagnetic wave produced is directly equal to the frequency at which the charge is oscillating. If the charge oscillates faster, it emits waves at a higher frequency. This relationship is fundamental in understanding the production of electromagnetic radiation.
Thanks! This really clarifies a lot.
Great job, everyone! Remember, this understanding is essential as we dive deeper into the characteristics of electromagnetic waves. Take a moment to reflect on the connections weβve made today.
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Maxwell's theory indicates that only accelerated charges can produce electromagnetic waves. The section explains how an oscillating charge leads to oscillating electric and magnetic fields, which propagate as waves. Examples from historical experiments illustrate the practical realization of these concepts.
In this section, we explore the fundamental principles driving the generation of electromagnetic waves as established by Maxwell's theories. Stationary charges generate electrostatic fields, while uniformly moving charges produce static magnetic fields. However, it is the accelerated charges that can radiate electromagnetic waves. An oscillating charge produces an oscillating electric field, which in turn generates an oscillating magnetic field, leading to the propagation of electromagnetic waves through space. The frequency of the waves corresponds to the frequency of the oscillation of the charge. Hertzβs seminal experiments confirmed Maxwellβs predictions, highlighting the role of accelerating charges in emitting electromagnetic radiation and leading to advancements in communication technology by pioneers like Marconi and Bose.
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How are electromagnetic waves produced? Neither stationary charges nor charges in uniform motion (steady currents) can be sources of electromagnetic waves. The former produces only electrostatic fields, while the latter produces magnetic fields that, however, do not vary with time.
Electromagnetic waves require time-varying fields to be generated. Stationary charges, for instance, create static electric fields and stationary currents create consistent magnetic fields. Since neither causes changes in the electric or magnetic fields, they do not result in the propagation of electromagnetic waves.
Think of a calm lake where the surface is still (stationary charges) β it doesnβt create any waves. Now imagine someone throws a stone into that lake (accelerating charges) β the ripples that form and travel outwards represent the generated electromagnetic waves caused by moving charges.
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It is an important result of Maxwellβs theory that accelerated charges radiate electromagnetic waves. The proof of this basic result is beyond the scope of this book, but we can accept it on the basis of rough, qualitative reasoning.
Maxwell's theory asserts that when a charge accelerates, it disturbs the surrounding electric field, creating oscillating electric and magnetic fields. These oscillations regenerate each other, allowing the wave to propagate through space. The frequency of the resulting electromagnetic wave corresponds to the frequency of the charge's oscillations.
Consider a child on a swing (the charge) moving back and forth. As the swing accelerates at the limits of its path, it throws up ripples in the air (the electromagnetic waves), with the frequency of those ripples mirroring the speed and frequency of the swingβs motion.
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The energy associated with the propagating wave comes at the expense of the energy of the source β the accelerated charge.
When an accelerated charge generates electromagnetic waves, it loses energy. This energy is carried away by the waves as they travel through space. The amount of energy emitted is proportional to the acceleration of the charge; greater acceleration results in stronger waves.
Imagine a person running and waving their arms enthusiastically. As they expend energy to wave their arms, they make the air around them move in waves, much like how a charge emits energy as an electromagnetic wave. If they tire, they might slow down their movements, producing weaker air waves.
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From the preceding discussion, it might appear easy to test the prediction that light is an electromagnetic wave. We might think that all we needed to do was to set up an ac circuit in which the current oscillate at the frequency of visible light, say, yellow light. But, alas, that is not possible. The frequency of yellow light is about 6 Γ 1014 Hz, while the frequency that we get even with modern electronic circuits is hardly about 1011 Hz.
Testing the generation of electromagnetic waves at the frequency of visible light is impractical with current technology. Current alternating current (AC) circuits operate at much lower frequencies, making it difficult to replicate the high frequency necessary for visible light. This challenge illustrates the limits of human technology in matching natural phenomena.
Itβs akin to trying to play a high-pitched note on a piano that doesnβt have the higher keys. Just as the piano can only produce certain tones (lower frequencies), our electronic circuits canβt reach the higher frequencies of light.
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Hertzβs successful experimental test of Maxwellβs theory created a sensation and sparked off other important works in this field. Two important achievements in this connection deserve mention. Seven years after Hertz, Jagdish Chandra Bose, working at Calcutta (now Kolkata), succeeded in producing and observing electromagnetic waves of much shorter wavelength (25 mm to 5 mm). His experiment, like that of Hertzβs, was confined to the laboratory. At around the same time, Guglielmo Marconi in Italy followed Hertzβs work and succeeded in transmitting electromagnetic waves over distances of many kilometres.
Hertz's experiments proved the existence of electromagnetic waves, aligning with Maxwell's theories. Following this, Bose produced shorter wavelength waves in a laboratory setting, while Marconi's advancements in radio technology demonstrated practical applications, showing the waves could travel significant distances.
Hertzβs work was like the first person to discover the ocean β an exciting revelation. Bose then explored the depths of different types of waves within that ocean, while Marconi built the ships (radio technology) to travel across it, allowing communication over vast distances.
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Key Concepts
Accelerated charges are the only sources of electromagnetic waves.
An oscillating charge produces oscillating electric and magnetic fields.
The frequency of emitted electromagnetic waves equals the frequency of charge oscillation.
Historical experiments by Hertz and Marconi confirmed Maxwell's theory of electromagnetic waves.
See how the concepts apply in real-world scenarios to understand their practical implications.
An oscillating charge emits electromagnetic waves that propagate through space, like radio waves used in communication.
Hertz's experiment involved generating radio waves and measuring their properties, confirming Maxwell's predictions.
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Accelerate to create, thatβs how waves generate!
Imagine a dancer, who oscillates gracefully. As they sway, ripples spread across a pond, representing how an oscillating charge sends waves into the universe.
A.C.E β Accelerated Charges Emit waves.
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Review the Definitions for terms.
Term: Electromagnetic Waves
Definition:
Waves of electric and magnetic fields that propagate through space.
Term: Accelerated Charge
Definition:
A charged particle that changes its velocity, thereby emitting radiation.
Term: Oscillating Charge
Definition:
A charge that moves back and forth, creating electromagnetic radiation.
Term: Frequency
Definition:
The number of oscillations of a wave per unit time, directly related to the energy of the wave.
Term: Hertz
Definition:
A unit of frequency, equivalent to one cycle per second.