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<strong>Electromagnetic</strong> <strong>waves</strong> <strong>waves</strong>, <strong>spectrum</strong><br />

Oct. 2012<br />

Biophysics 1 st semester<br />

József Orbán<br />

University of Pécs, Department of Biophysics


Light g – electromagnetic g radiation<br />

photon (quantum of radiation energy) : E = h f<br />

Dual nature of light:<br />

<strong>Electromagnetic</strong> wave Particle (photon)<br />

(propagation)<br />

Maxwell<br />

• Diffraction<br />

• Interference<br />

• Polarisation<br />

(reaction)<br />

Einstein<br />

A b s o r p t i o n<br />

R e f l e c t i o n<br />

• Photoelectric effect<br />

• Compton effect


Propagation of electromagnetic wave<br />

If = 600 nm then<br />

If = 600 nm, then<br />

f = 5·10 14 Hz<br />

x<br />

direction of<br />

propagation


E<br />

Propagation of electromagnetic wave<br />

electric field<br />

strength<br />

vector t<br />

x<br />

magnetic field<br />

strength vector<br />

B<br />

x<br />

transversal<br />

wave<br />

T: period time (in time)<br />

λ: wavelength (in space)<br />

c = f<br />

The electric- and the magnetic field strength vectors are<br />

perpendicular to each other and to the direction of<br />

propagation, ti as well!<br />

ll!<br />

x


Linearly y (plane) (p ) polarised p light g<br />

If the electric field’s field s strength vector<br />

oscillates in only one plane all along the<br />

propagation then the wave is called<br />

li linearly l or plane l polarised. l i d<br />

If it is true in each point of space in a light<br />

beam, then the beam is polarised, as well.<br />

http://esr.elte.hu/~noemi/labor/cd/demo0.html<br />

Animations show a<br />

vertically polarised<br />

electromagnetic wave (it’s<br />

electric field’s field s oscillation) oscillation).<br />

View from the perpendicular plane:


These animations show a horizontally polarised wave wave.<br />

Linearly (plane) polarised.<br />

Vi View ffrom the h perpendicular di l plane l <br />

http://esr.elte.hu/~noemi/labor/cd/demo0.html


Total spectra p of electromagnetic g radiations<br />

Energy, frequency (E=hf Wavelength (=1/f)<br />

Gamma<br />

X-ray (Röntgen)<br />

Visible range: light<br />

E = hf<br />

c = f


name of<br />

the range


Electronic energy gy levels of atoms<br />

Bohr- and quantummechanic atommodel<br />

Electrons have quantised (defined) energy→ energy levels!<br />

energy (level) energy difference<br />

Figures are only for demonstration!


Spectrum p<br />

Spectrum:<br />

• (light) ( g ) intensityy or analogous g quantity q y -<br />

plotted against<br />

• wavelength or frequency frequency.<br />

CLASSIFICATION OF SPECTRA<br />

Source:<br />

Types:<br />

• absorption ( atoms )<br />

• line ( atoms )<br />

• emission ( production p ) • band ( molecules )<br />

• continuous ( any material at<br />

high temperature: black body<br />

radiation )


Continuous Continuous, emission<br />

Line, emission<br />

Continuous, emission<br />

Line, emission<br />

Types of <strong>spectrum</strong><br />

I<br />

See: continuous emission radiation radiation, black body body, Planck Planck, Stefan Stefan-Boltzman<br />

Boltzman<br />

Source of images: http://csep10.phys.utk.edu/astr162/lect/light/absorption.html


absorption<br />

Continuous, emission<br />

Line, emission<br />

Line Line, absorption<br />

Types of <strong>spectrum</strong><br />

I<br />

See: continuous emission radiation radiation, black body body, Planck Planck, Stefan Stefan-Boltzman<br />

Boltzman<br />

Source of images: http://csep10.phys.utk.edu/astr162/lect/light/absorption.html


S p e c t r a<br />

Line type emission spectra of different atoms:


Band type yp (absorption) ( p ) <strong>spectrum</strong> p<br />

Absorpption<br />

2,5<br />

2,0<br />

1,5<br />

1,0<br />

0,5<br />

00 0,0<br />

of ACTIN molecule<br />

How can you explain the shape?<br />

The line spectra of atoms and<br />

band spectra of molecules are<br />

characteristic!<br />

(depends on their chemical<br />

constitution) tit ti )<br />

actin<br />

260 270 280 290 300 310 320<br />

Wavelength (nm)


Absorption p of proteins p - aminoacids<br />

There are 3 aminoacids that<br />

absorbs in UV UV.<br />

(Measuring the absorption spectra<br />

of protein solution solution, the<br />

concentration can be determined.)<br />

Exttinctionn<br />

coeefficientt<br />

wavelength g


our SUN


Mitosis of Rat kangoroo kidney epithelial cell<br />

DNS Mi Microtubuli t b li Mit Mitochondria h d i<br />

forrás: http://micro.magnet.fsu.edu/cells/fluorescencemitosis/index.html3

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