INDEX 
A 
Page 
ANOIEEG OSs i Coes aa es a 1 
Avi) GEOTRe Bytes ee Pe lk 1 
Amplitude of constituent-----_--- 2, 49 
Analysis of high and low waters___ 100 
Analysis of monthly sea level__ 98, 114 
Analysis of observations__________ 49 
Analysis of tidal currents___----__- 118 
Anomalistic month, year__-__-____ 4 
Approximation, degree of_________ 8 
Argument. (See Equilibrium argu- 
ment.) 
Astressiietiige 2252 22 88 ae 
Page 
Equilibrium argument___-_______ 22 
50, 75, 108, 124, 157, 204 
Equilibrium theory 3 28 
Eig uilaorinnas tic ema 2 ae meee 28, 38 
EA CUT OX Ob es 2B sions ns RE SNE ae 
UG OXaS i ts Nk AS eins ORR E IN pa 1 
Hvection= += 7 ose meee Et SPE hee 4 
Explanation of tables] 222-222" 72 153 
Explanation of tidal movement___ 2 
Extreme equilibrium tide_________ 33 
Extreme tide-producing force____- 13 
F 
Astronomical data_______-_- 3, 153, 162 
Astronomical day - ~~ ------_-_--- 3) Factor F. (See Reduction factor.) 
Astronomical periods _____---__~- 163 | Factor f. (See Node factor.) 
Astronomical tide. _ -- --.--_.---- el) | eral, Wallen, 8 2 1b 1127) 
Augmenting factors___- 71, 91, 157, 228| forms for analysis of tides________ 104 
Forms for predicting machine_____ 143 
‘ B Mourleniseniesmaee css. eae 62 
SSS ECAC COT eee eee ea 24) Fourth power of moon’s parallax__ 34 
c Fundamental astronomical data__ 153, 
Wallon elise ae eee 4) Fundamental formulas___-_______ a0 
Cinliday 2 aa ee pay Ba 3 
Woehicienmtset = ooo. by hela 24 G 
Ce (See Constituent 
tides. : 
Component of force, horizontal___ 26 cone cena af sieeve: 24 
Component of force, vertical______ 15 pee IRL IRS abt AONE 2 
Wompound! tidesx225 25254. 47, 167 splaptiae ca Ms ag ee eae ew a 
Wonstiuent dayeie as. Se 3 caaieuensl tidesvs2 56. eee 30 
F reatest equilibrium tide_______- 33 
Constituentmour. (2) eee eee, 4 (Gheavinds (El al f 13 
Constituent tides____________ ALG, Sir ae eee ucing force-___- 
reenwich argument_____________ 76 
Formulas Rapie y eran ee eee eer Greenwich epoch 77 
DDLCS ears eee ah 6 RN res RRR aN PST, eC Sy Oa 
Currents vanalysisee 6) — 558 esos 118 Gregorian calendar __---________- 4 
Currents; sprediction_2-— 2225 =e 147 HW 
D 
Dewan Geb cee nao gel 1 | Harmonic analysis____--____ 3, 49, 112 
Datum for prediction_______ _ 124, 144] Harmonic constants__-_____- 3, 49, 143 
Day, several kinds_______________ 3 | Harmonic prediction____-______ 3, 123 
Waysot years tables ss. 0 slo) 309 | Harris, Rollin A___----_-- ———— 1 
Declinational factor_____________ 17| High and low water analysis______ 100 
Degree of approximation_________ g | Historical statement -_----__.___-- 1 
Development of tide-producing Horizontal component, tide-pro- 
HORCEUO EE ee lem eo eee 10) ducing forces == 22 Seas eae 6, 37 
Diurnal constituents_____________ 16 Hour pouera eins -------------- ad 
ourlyshelghtsess = Ge0ee 7o aie 
E iydrawhercurrent =a) ee ee 148 
ene eee maty amines 66 a 
Hecentricity, otonbibes= = sesame Fi zy deceraphicsdatun : 
Eclipse; year= 200i La Nes ed I 
Blimination22 4) 255 = 84, 116, 158, 236 
Hip tic factor === so eee Inclination of moon’s orbit_______ 6 
Epoch of constituent_________-_- 49, 75 155, 173 
Equations of moon’s motion -_-_-_-_- 19! Inference of constants____-_-__-_ 78, 114 
