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河北师范大学:《电动力学》课程教学资源(PPT课件讲稿)第七章 光波导技术(7.5.2)Splitters and couplers

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What needed? to combine signals and/or to split them multiple ways up to 1000X1000 for WDM LANS three important characteristics Return Loss the amount of power that is reflected and thus lost Insertion LoSs the amount of signal lost in the total transit through the device Excess Loss additional loss of a device
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Splitters and Couplers

Splitters and Couplers

What needed? to combine signals and/or to split them multiple ways up to 1000x 1000 for WDM LANs three important characteristics Return Loss: the amount of power that is reflected and thus lost Insertion LoSs: the amount of signal lost in the total transit through the device Excess Loss additional loss of a device over and above the loss required by theory

What needed? • to combine signals and/or to split them multiple ways. • up to 1000x1000 for WDM LANs • three important characteristics – Return Loss:the amount of power that is reflected and thus lost. – Insertion Loss:the amount of signal lost in the total transit through the device. – Excess Loss:additional loss of a device over and above the loss required by theory

Resonant Coupling Cladding Glass Port 1 Port 2 Gap-5 microns Port 4 Port 3 Sngle mode cores Coupling Length power will oscillate from one fibre core to the other

Resonant Coupling power will oscillate from one fibre core to the other

Single-Mode Propagation Cladd Core Cladding Part of wawe extends to cadang Field Amplitude EJe sp Fibre Fibre Fibre Cladding Core Cladding

Single-Mode Propagation

Theory Equations △β R dr/dz-joR=-jKS dS/dz+ joS =-jKR AH=R exp(-joz) A、=Sexp(z tuning coefficient:8=(β、-P1 Coupling coefficient: K

Theory • Equations: dR/dz- jdR = -jKS; dS/dz+ jdS = -jKR • Am =R exp(-jdz); • An= S exp(jdz) • Detuning coefficient:d=(bn-bm )/2 • Coupling coefficient: K

Solution R=cos(√K2+2-)+~ sin(√K2+82z) K2+δ iK sin(√K2+62z) K2+6

Solution sin( ) cos( ) sin( ) 2 2 2 2 2 2 2 2 2 2 K z K j K S K z K j R K z d d d d d d + + = - + + = + +

Mode coupling between two fibres δ=0,R2(z)=cos2(Kz) 2D S(z=sin(Kz) ° coupling length 2D o=/2K Coupling coefficient 4ka Ka=K -a(d-2D) 12 21 β(1+aD(kx+a2) k2=n2k2-B2;a2=B2-n2k

Mode coupling between two fibres d=0,R2 (z)=cos2 (Kz) S 2 (z)=sin2 (Kz) • coupling length : L0 =p/2K • Coupling coefficient : 2 0 2 2 2 2 2 2 0 2 1 2 1 ( 2 ) 2 2 1 2 2 1 1 2 2 1 ; (1 )( ) 4 k n k n k e D k k K K x d D x x = - = - + + = = - - b  b b     2D 2D d n2 n1 n2 n1 n2

Important points The coupling length"is formally defined (at a particular wavelength) as the length at which 100%of the power entering at a particular input port is transferred to the other fibre The amount of coupling and hence the coupling length is strongly dependent on the separation between the two single-mode cores. The further apart they are the greater the coupling length

Important points • The “coupling length” is formally defined (at a particular wavelength) as the length at which 100% of the power entering at a particular input port is transferred to the other fibre. • The amount of coupling and hence the coupling length is strongly dependent on the separation between the two single-mode cores. The further apart they are the greater the coupling length

Important points The coupling lengths are strongly wavelength dependent! Different wavelengths yield different coupling lengths

Important points • The coupling lengths are strongly wavelength dependent! Different wavelengths yield different coupling lengths

Mode coupling of two mixed signal(of different wavelength)

Mode coupling of two mixed signal(of different wavelength)

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