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-rw-r--r--lisp/calendar/solar.el58
1 files changed, 29 insertions, 29 deletions
diff --git a/lisp/calendar/solar.el b/lisp/calendar/solar.el
index 10c385ac4a..effccbf8b0 100644
--- a/lisp/calendar/solar.el
+++ b/lisp/calendar/solar.el
@@ -194,8 +194,8 @@ delta. At present, delta = 0.01 degrees, so the value of the variable
'("Autumnal Equinox" "Winter Solstice" "Vernal Equinox" "Summer Solstice")
"List of season changes for the southern hemisphere.")
-(defvar solar-sidereal-time-greenwich-midnight
- nil
+(defvar solar-sidereal-time-greenwich-midnight
+ nil
"Sidereal time at Greenwich at midnight (universal time).")
(defvar solar-northern-spring-or-summer-season nil
@@ -239,7 +239,7 @@ Returns nil if nothing was entered."
(condition-case nil
(tan (degrees-to-radians (mod x 360.0)))
(solar-tangent-degrees x)))
-
+
(defun solar-xy-to-quadrant (x y)
"Determines the quadrant of the point X, Y."
(if (> x 0)
@@ -399,7 +399,7 @@ Format used is given by `calendar-time-display-form'."
(floor (* 60 (- time (floor time))))))
(defun solar-exact-local-noon (date)
- "Date and Universal Time of local noon at *local date* date.
+ "Date and Universal Time of local noon at *local date* date.
The date may be different from the one asked for, but it will be the right
local date. The second component of date should be an integer."
@@ -408,12 +408,12 @@ local date. The second component of date should be an integer."
(te (solar-time-equation date ut)))
(setq ut (- ut te))
(if (>= ut 24)
- (progn
+ (progn
(setq nd (list (car date) (+ 1 (car (cdr date)))
(car (cdr (cdr date)))))
(setq ut (- ut 24))))
(if (< ut 0)
- (progn
+ (progn
(setq nd (list (car date) (- (car (cdr date)) 1)
(car (cdr (cdr date)))))
(setq ut (+ ut 24))))
@@ -477,10 +477,10 @@ Corresponding value is nil if there is no sunrise/sunset."
(defun solar-julian-ut-centuries (date)
"Number of Julian centuries elapsed since 1 Jan, 2000 at noon U.T. for Gregorian DATE."
- (/ (- (calendar-absolute-from-gregorian date)
+ (/ (- (calendar-absolute-from-gregorian date)
(calendar-absolute-from-gregorian '(1 1.5 2000)))
36525.0))
-
+
(defun solar-ephemeris-time(time)
"Ephemeris Time at moment TIME.
@@ -534,7 +534,7 @@ calendar-time-zone are used to interpret local time."
(setq end-long long)))
(/ (+ start end) 2.0)))
-(defun solar-horizontal-coordinates
+(defun solar-horizontal-coordinates
(time latitude longitude for-sunrise-sunset)
"Azimuth and height of the sun at TIME, LATITUDE, and LONGITUDE.
@@ -557,7 +557,7 @@ The azimuth is given in degrees as well as the height (between -180 and 180)."
(* (solar-tangent-degrees de)
(solar-cosine-degrees latitude)))
(solar-sin-degrees ah)))
- (height (solar-arcsin
+ (height (solar-arcsin
(+ (* (solar-sin-degrees latitude) (solar-sin-degrees de))
(* (solar-cosine-degrees latitude)
(solar-cosine-degrees de)
@@ -573,7 +573,7 @@ elapsed at 0 Universal Time, and the second component being the universal
time. For instance, the pair corresponding to November 28, 1995 at 16 UT is
\(-0.040945 16), -0.040945 being the number of julian centuries elapsed between
Jan 1, 2000 at 12 UT and November 28, 1995 at 0 UT."
- (let* ((tm (solar-ephemeris-time time))
+ (let* ((tm (solar-ephemeris-time time))
(ec (solar-ecliptic-coordinates tm for-sunrise-sunset)))
(list (solar-right-ascension (car ec) (car (cdr ec)))
(solar-declination (car ec) (car (cdr ec))))))
@@ -585,16 +585,16 @@ at moment `time', expressed in julian centuries of Ephemeris Time
since January 1st, 2000, at 12 ET."
(let* ((l (+ 280.46645
(* 36000.76983 time)
- (* 0.0003032 time time))) ; sun mean longitude
+ (* 0.0003032 time time))) ; sun mean longitude
(ml (+ 218.3165
- (* 481267.8813 time))) ; moon mean longitude
+ (* 481267.8813 time))) ; moon mean longitude
(m (+ 357.52910
(* 35999.05030 time)
(* -0.0001559 time time)
- (* -0.00000048 time time time))) ; sun mean anomaly
+ (* -0.00000048 time time time))) ; sun mean anomaly
(i (+ 23.43929111 (* -0.013004167 time)
(* -0.00000016389 time time)
- (* 0.0000005036 time time time))); mean inclination
+ (* 0.0000005036 time time time))); mean inclination
(c (+ (* (+ 1.914600
(* -0.004817 time)
(* -0.000014 time time))
@@ -602,8 +602,8 @@ since January 1st, 2000, at 12 ET."
(* (+ 0.019993 (* -0.000101 time))
(solar-sin-degrees (* 2 m)))
(* 0.000290
- (solar-sin-degrees (* 3 m))))) ; center equation
- (L (+ l c)) ; total longitude
+ (solar-sin-degrees (* 3 m))))) ; center equation
+ (L (+ l c)) ; total longitude
(omega (+ 125.04
(* -1934.136 time))) ; longitude of moon's ascending node
; on the ecliptic
@@ -624,13 +624,13 @@ since January 1st, 2000, at 12 ET."
(* -0.00478
(solar-sin-degrees omega)))) ; apparent longitude of sun
(y (if (not for-sunrise-sunset)
- (* (solar-tangent-degrees (/ i 2))
+ (* (solar-tangent-degrees (/ i 2))
(solar-tangent-degrees (/ i 2)))
nil))
(time-eq (if (not for-sunrise-sunset)
(/ (* 12 (+ (* y (solar-sin-degrees (* 2 l)))
(* -2 ecc (solar-sin-degrees m))
- (* 4 ecc y (solar-sin-degrees m)
+ (* 4 ecc y (solar-sin-degrees m)
(solar-cosine-degrees (* 2 l)))
(* -0.5 y y (solar-sin-degrees (* 4 l)))
(* -1.25 ecc ecc (solar-sin-degrees (* 2 m)))))
@@ -807,7 +807,7 @@ T0 must correspond to 0 hours UT."
(nut-i (solar-ecliptic-coordinates et nil))
(nut (car (cdr (cdr (cdr nut-i))))) ; nutation
(i (car (cdr nut-i)))) ; inclination
- (mod (+ (mod (+ mean-sid-time
+ (mod (+ (mod (+ mean-sid-time
(/ (/ (* nut (solar-cosine-degrees i)) 15) 3600)) 24.0)
24.0)
24.0)))
@@ -895,7 +895,7 @@ This function is suitable for execution in a .emacs file."
"Type \\[delete-other-windows] to remove temp window."
"Type \\[switch-to-buffer] RET to remove temp window.")
"Type \\[switch-to-buffer-other-window] RET to restore old contents of temp window."))))))
-
+
(defun calendar-sunrise-sunset ()
"Local time of sunrise and sunset for date under cursor.
Accurate to a few seconds."
@@ -924,7 +924,7 @@ Accurate to a few seconds."
"Local time of candle lighting diary entry--applies if date is a Friday.
No diary entry if there is no sunset on that date.
-An optional parameter MARK specifies a face or single-character string to
+An optional parameter MARK specifies a face or single-character string to
use when highlighting the day in the calendar."
(if (not (and calendar-latitude calendar-longitude calendar-time-zone))
(solar-setup))
@@ -942,7 +942,7 @@ use when highlighting the day in the calendar."
(defun solar-equinoxes/solstices (k year)
"Date of equinox/solstice K for YEAR.
K=0, spring equinox; K=1, summer solstice; K=2, fall equinox;
-K=3, winter solstice.
+K=3, winter solstice.
RESULT is a gregorian local date.
Accurate to less than a minute between 1951 and 2050."
@@ -951,13 +951,13 @@ Accurate to less than a minute between 1951 and 2050."
(W (- (* 35999.373 T) 2.47))
(Delta-lambda (+ 1 (* 0.0334 (solar-cosine-degrees W))
(* 0.0007 (solar-cosine-degrees (* 2 W)))))
- (S (apply '+ (mapcar '(lambda(x)
- (* (car x) (solar-cosine-degrees
+ (S (apply '+ (mapcar '(lambda(x)
+ (* (car x) (solar-cosine-degrees
(+ (* (car (cdr (cdr x))) T)
- (car (cdr x))))))
+ (car (cdr x))))))
solar-seasons-data)))
(JDE (+ JDE0 (/ (* 0.00001 S) Delta-lambda)))
- (correction (+ 102.3 (* 123.5 T) (* 32.5 T T)))
+ (correction (+ 102.3 (* 123.5 T) (* 32.5 T T)))
; ephemeris time correction
(JD (- JDE (/ correction 86400)))
(date (calendar-gregorian-from-absolute (floor (- JD 1721424.5))))
@@ -969,7 +969,7 @@ Accurate to less than a minute between 1951 and 2050."
; from Meeus, 1991, page 166
(defun solar-mean-equinoxes/solstices (k year)
- "Julian day of mean equinox/solstice K for YEAR.
+ "Julian day of mean equinox/solstice K for YEAR.
K=0, spring equinox; K=1, summer solstice; K=2, fall equinox; K=3, winter
solstice. These formulas are only to be used between 1000 BC and 3000 AD."
(let ((y (/ year 1000.0))
@@ -1061,7 +1061,7 @@ Requires floating point."
(if calendar-time-zone calendar-daylight-savings-ends))
(calendar-time-zone (if calendar-time-zone calendar-time-zone 0))
(k (1- (/ m 3)))
- (d0 (solar-equinoxes/solstices k y))
+ (d0 (solar-equinoxes/solstices k y))
(d1 (list (car d0) (floor (car (cdr d0))) (car (cdr (cdr d0)))))
(h0 (* 24 (- (car (cdr d0)) (floor (car (cdr d0))))))
(adj (dst-adjust-time d1 h0))