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Full text: 15: Wasserstandsvorhersage mittels neuronaler Netze

188 
Anhang 
A. Koeffizienten des Gesamtansatzes 
Auflandige Winde (200° < Windrichtung <= 20°, 360° = 0°) 
Hochwasser 
Zeitverschiebung: 0/6-Intervall 
kj = 0.0195591 k 2 = -0.0687576 
k 5 = 0.0000000 k 6 = -0.0941990 
k 9 = 2.4251547 k 10 = -0.7686814 
Zeitverschiebung: 
kj = 0.0216080 
k 5 = 0.0000000 
k 9 = 2.4413019 
Zeitverschiebung: 
k, = 0.0043227 
k 5 = 0.0000000 
k 9 = 3.4296203 
Niedrigwasser 
Zeitverschiebung: 
kj = -0.0092509 
k 5 = 0.0774857 
1/6-Intervall 
k 2 = -0.0691917 
k 6 = -0.0979873 
k 10 = -0.7412614 
3/6-Intervall 
k 2 = -0.0695168 
k 6 = -0.0394714 
k 10 = -0.8460646 
1/6-Intervall 
k 2 = -0.0779325 
k 6 = -0.0378991 
k 3 = 0.0009309 
k 7 = 0.0007036 
k 3 = 0.0006334 
k 7 = -0.0005706 
k 3 = 0.0006360 
k 7 = -0.0007373 
k 3 = 0.0009414 
k 7 = -0.0007883 
k 3 = 0.0010578 
k 7 = -0.0017300 
k 3 = 0.0007366 
k 7 = -0.0007814 
k 3 = 0.0006490 
k 7 = -0.0016149 
k 3 = 0.0010992 
k 7 = -0.0015881 
k 4 = -0.0008119 
k 8 = -0.0005882 
k 4 = -0.0008304 
k g = 0.0000000 
k 4 = -0.0009484 
k 8 = 0.0000000 
k 4 = -0.0009749 
k 8 = 0.0000000 
k 4 = -0.0007626 
k g = 0.0000000 
k 4 = -0.0006688 
k 8 = -0.0007284 
k 4 = -0.0011245 
k 8 = 0.0000000 
k 4 = -0.0010160 
k g = -0.0010394 
Zeitverschiebung: 2/6-Intervall 
k, = 0.0166277 k 2 = -0.0686528 
k 5 = 0.0000000 k 6 = -0.0667461 
k 9 = 2.7362394 k 10 = -0.7694179 
Zeitverschiebung: 4/6-Intervall 
k, = 0.0000000 k 2 = -0.0817572 
k 5 = 0.0199997 k 6 = -0.0475983 
k 9 = 3.9573188 k 10 = -0.9108497 
Zeitverschiebung: 5/6-Intervall 
kj = 0.0139505 k 2 = -0.0913493 
k 5 = 0.0264494 kg = -0.0431024 
k 9 = 4.0308333 k 10 = -0.9366424 
Zeitverschiebung: 0/6-Intervall 
k, = 0.0153094 k 2 = -0.0794917 
k 5 = 0.0741270 k 6 = -0.0410553 
k 9 = 4.1679616 k 10 = -0.9838343
	        
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