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UJ I H HOMOGENIT A S D D A T A CUR A H H HUJ A N
Stasiun pengamat yang telah diuji konsistensinya, selanjutnya dilakukan
homogenitas. Uji homogenitas dilakukan untuk mengetahui apakah data yang did telah homogen atau belum. Jika tidak homogen, maka terjadi penyimpangan
yang dapat disebabkan oleh gangguan atmosfer, kesalahan melaku
pencatatan data hujan, dan lain-lain. Suatu data dikatakan homogen apabila ti
(n,Tr) berada dalam dalam grafik homogenitas. homogenitas. Untuk Untuk perhitungan homogenitas homogenitas ter
dahulu dilakukan rangking data dari data curah hujan yang ada pada masing-ma stasiun. Perhitungan dilakukan untuk mencari standar deviasi (σ). Tabe Tabell 4.1 4.1..
Data Data Cura Curah h Huj Hujan an Hari Harian an di Kota Kota Blit Blitar ar
No. T ah u n 1 1975 2 1976 3 1977 4 1978 5 1979 6 1980 7 1981 8 1982 9 1983 10 1984 11 1985 12 1986 13 1987 14 1988 15 1989 16 1990 17 1991 18 1992 19 1993 20 1994 21 1995 22 1996 Special offer for students: Only $4.99/month. 23 1997 24 1998
ST A. 1 139 162 144 156 167 147 164 143 152 164 155 140 148 156 167 166 159 172 160 150 146 148 153 161
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STA. 2 STA. 4 125 115 112 135 131 130 132 123 115 128 132 117 142 139 119 130 116 142 117 128 128 142 123 147 126 130 141 119 118 116 128 129 138 135 142 115 139 133 14Read 3 up 130 34 Free Foron Days Sign to vote this title 117 Useful 1Not 32 useful Cancel anytime. 129 118 120 114 133 121
ST A. 167 169 171 162 170 186 169 158 169 175 178 185 168 161 170 185 188 161 176 167 174 172 169 172
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Uji homogenitas pada stasiun 1 dimulai dengan meranking data terlebih Sheet Music
dari nilai terbesar sampai terkecil (lihat Tabel 4.11). Tabel 4.2.
Uji Homogenitas Stasiun 1 di Kota Blitar (Ri-R)2 241,8025 133,4025 111,3025 91,2025 57,0025 30,8025 20,7025 20,7025 12,6025 6,5025 0,2025 2,1025 11,9025 41,6025 71,4025 71,4025 71,4025 89,3025 155,0025 270,6025 1510,9495
Ranking Ri Ri-R 1 172 15,55 2 168 11,55 3 167 10,55 4 166 9,55 5 164 7,55 6 162 5,55 7 161 4,55 8 161 4,55 9 160 3,55 10 159 2,55 11 156 -0,45 12 155 -1,45 13 153 -3,45 14 150 -6,45 15 148 -8,45 16 148 -8,45 17 148 -8,45 18 147 -9,45 19 144 -12,45 20 140 -16, 45a Preview You're Reading Total 3129 Rata-rata 156,45 Unlock full access with a free trial. (Sumber: Hasil Pengolahan Data, 2008)
Download With Free Trial Contoh perhitungan: R
R
3129
n
20
156,45
Ri = 172 mm/jam R 1 – R = 171-156,45 = 15,55 Master your semester with Scribd (R 1 – R ) = 15,552 = 241,8025 & The New York Times rangking
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Langkah-langkah uji homogenitas selanjutnya adalah:
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B. Untuk n = 20 dari Table of Reduced Mean (Yn) and Reduced Stan Sheet Music
Deviation (σn) terlampir didapat:
You're Reading a Preview Unlock full access with a free trial.
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σ 20
= Sn = 1,0628
Y20 = 0,5236
Master your semester with Scribd σ 1 8,917 & The New York C. Times R
α σ 20 Special offer for students: Only $4.99/month.
1,0628
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E. Dicari persamaan regresi melalui persamaan: Sheet Music
1 R=
µ
+
y
α
= 152,056 + 8,390 y
Bila y1 = 0, maka nilai R1 = 152,056 Bila y2 = 5, maka nilai R2 = 194,006
Kemudian y1 dan y2 diplot pada “ Gumbel’s Probability Paper ”,
menggunakan skala log, kemudian kedua titik dihubungkan sehingga ted sebuah garis. Lalu dari garis tersebut didapatkan nilai: Tr= 172 R10 = 2,4
Selanjutnya dilakukan uji homogenitas pada “ Homogeneity Test Graph
Ordinat
You're R10 Reading a Preview xTr R R Unlock full access with a free trial. : = 2,4 =Download xWith 172 Free Trial 156,45 = 2,64
Absis
: n = 20
Koordinat titik homogenitas (H) didapatkan (x,y) = (20;2,64)
Titik H diplotwith pada grafik Homogenitas, ternyata titik H berada di dalam G Master your semester Scribd Read Free For 30 Days Sign up to vote on this title Homogenitas, sehingga data curah hujan stasiun 1 adalah homogen. & The New York Times Useful Not useful Special offer for students: Only $4.99/month.
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