Jos_von_Asmuth_Thesis.pdf - repository

_~ÅâÖêçìåÇ=~åÇ=íÜÉçêó=q( t)ccrKHxxKHfigure 2.25: Schematization of a pumping well according to Hantush (left), and a river according tothe Polder function of Bruggeman (right).=== RV=~å=~èìáÑÉê=ïáíÜ=íê~åëãáëëáîáíó KH ~åÇ=ëíçê~íáîáíó= S =~åÇ=~å=~èìáí~êÇ=ïáíÜ=êÉëáëí~åÅÉ= c I=ïáíÜçìí=ëíçê~ÖÉK=cìêíÜÉêãçêÉI=ÄçíÜ=íÜÉ=éìãéáåÖ=ïÉää=~åÇ=íÜÉ=êáîÉê=Ñìääó=éÉåÉíê~íÉ=íÜÉ=~èìáÑÉêK=^=ÇáÑÑÉêÉåÅÉI=ÜçïÉîÉêI=áë=íÜ~í=áå=íÜÉ=ÇáÑÑÉêÉåíá~ä=Éèì~íáçå=Ñçê=ïÜáÅÜ=e~åíìëÜÛ=ïÉää=ÑìåÅíáçå=áë=ÇÉêáîÉÇ=~=ê~Çá~ä=ëóããÉíêáÅ=ÜÉ~Ç=Öê~ÇáÉåí=áë=~ëëìãÉÇI=ïÜÉêÉ~ë=áå=íÜÉ=ëáíì~íáçå=çÑ=íÜÉ=éçäÇÉê=ÑìåÅíáçå=íÜÉ=ÜÉ~Ç=Öê~ÇáÉåí=Ü~ë=Äáä~íÉê~ä=ëóããÉíêóK=^ë=~=ëí~åÇ~êÇ=ïÉää=íÉëí=óáÉäÇë=~=ëíÉé=êÉëéçåëÉI=ÜÉêÉ=ïÉ=ëÉÉâ=íÜÉ=áãéìäëÉ=êÉëéçåëÉ=çê=ÇÉêáî~íáîÉ=çÑ=e~åíìëÜÛ=ïÉää=ÑìåÅíáçå=ïáíÜ=êÉëéÉÅí=íç=íáãÉK=qÜÉ=áãéìäëÉ=êÉëéçåëÉ=ÑìåÅíáçå=ÇÉëÅêáÄÉë=íÜÉ=êÉëéçåëÉ=íç=~å=áåëí~åí~åÉçìë=Éñíê~Åíáçå=çÑ=~=ìåáí=îçäìãÉ=çÑ=ï~íÉê=~åÇ=Éèì~äëW==21 r S tθ ( t) = − exp( − − )(2.65)4πKHt 4KHt cS==få=íÜÉ=éçäÇÉê=ÑìåÅíáçåI=íÜÉ=ÉñÅáí~íáçå=áë=åçí=~=éìãéÉÇ=~ãçìåí=Äìí=~=êáëÉ=áå=ëìêÑ~ÅÉ=ï~íÉê=äÉîÉäK=^äëç=ÜÉêÉI=íÜÉ=éçäÇÉê=ÑìåÅíáçå=áë=~=ëíÉé=êÉëéçåëÉI=ïÜçëÉ=ÇÉêáî~íáîÉ=Éèì~äëW==2θ ( t) = −1x S texp( − − )34πKHt 4KHtcS(2.66)2x S=2.4 Distribution functions as response models2.4.1 The skew-Gaussian convolutional limitsfå=ëí~íáëíáÅë=~åÇ=éêçÄ~Äáäáíó=íÜÉçêóI=~ëëìãéíáçåë=~Äçìí=íÜÉ=éêçÄ~Äáäáíó=ÇáëíêáÄìíáçå=çê=ÚÄÉÜ~îáçêÛ=çÑ=î~êá~ÄäÉë=~êÉ=Åçããçåäó=ã~ÇÉ=ïáíÜçìí=éÜóëáÅ~ä=àìëíáÑáÅ~íáçå=çê=éÜóëáÅ~ä=~å~äóëáë=çÑ=íÜÉ=ëóëíÉã=íç=ïÜáÅÜ=íÜÉó=~êÉ=êÉä~íÉÇK=^å=~ééêçéêá~íÉ=ÇáëíêáÄìíáçå=áë=ëáãéäó=ëÉäÉÅíÉÇ=Ñêçã=~=äáãáíÉÇ=ëÉí=çÑ=Å~åÇáÇ~íÉëI=Ä~ëÉÇ=çå=íÜÉáê=ã~íÅÜ=ïáíÜ=íÜÉ=~î~áä~ÄäÉ=KKÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁÁKÁK