Point Loma tide calendar

January 2026 Point Loma Tides

DayHighLowHighLowHighPhaseSunriseSunsetMoonriseMoonset
Thu 0112:16 AM PST 2.01 ft6:34 AM PST 6.63 ft2:05 PM PST −1.57 ft8:32 PM PST 3.68 ft6:51 AM PST4:54 PM PST3:03 PM PST5:13 AM PST
Fri 021:10 AM PST 1.93 ft7:22 AM PST 6.87 ft2:50 PM PST −1.83 ft9:16 PM PST 3.85 ft6:51 AM PST4:54 PM PST4:11 PM PST6:22 AM PST
Sat 032:01 AM PST 1.81 ft8:10 AM PST 6.91 ft3:33 PM PST −1.84 ft9:58 PM PST 3.96 ftFull Moon6:51 AM PST4:55 PM PST5:24 PM PST7:22 AM PST
Sun 042:51 AM PST 1.72 ft8:57 AM PST 6.73 ft4:15 PM PST −1.64 ft10:40 PM PST 4.05 ft6:51 AM PST4:56 PM PST6:37 PM PST8:11 AM PST
Mon 053:41 AM PST 1.69 ft9:43 AM PST 6.31 ft4:56 PM PST −1.25 ft11:22 PM PST 4.11 ft6:51 AM PST4:57 PM PST7:47 PM PST8:52 AM PST
Tue 064:33 AM PST 1.74 ft10:28 AM PST 5.70 ft5:36 PM PST −0.73 ft6:51 AM PST4:58 PM PST8:52 PM PST9:25 AM PST
Wed 0712:05 AM PST 4.17 ft5:30 AM PST 1.84 ft11:15 AM PST 4.93 ft6:14 PM PST −0.12 ft6:51 AM PST4:58 PM PST9:53 PM PST9:54 AM PST
Thu 0812:50 AM PST 4.24 ft6:36 AM PST 1.93 ft12:07 PM PST 4.10 ft6:52 PM PST 0.52 ft6:51 AM PST4:59 PM PST10:52 PM PST10:21 AM PST
Fri 091:38 AM PST 4.31 ft7:57 AM PST 1.90 ft1:11 PM PST 3.30 ft7:30 PM PST 1.15 ft6:51 AM PST5:00 PM PST11:49 PM PST10:46 AM PST
Sat 102:28 AM PST 4.40 ft9:35 AM PST 1.65 ft2:46 PM PST 2.70 ft8:13 PM PST 1.70 ftLast Quarter6:51 AM PST5:01 PM PST11:13 AM PST
Sun 113:21 AM PST 4.53 ft11:09 AM PST 1.18 ft5:03 PM PST 2.52 ft9:09 PM PST 2.14 ft6:51 AM PST5:02 PM PST12:46 AM PST11:40 AM PST
Mon 124:13 AM PST 4.69 ft12:11 PM PST 0.65 ft6:51 PM PST 2.73 ft10:17 PM PST 2.41 ft6:51 AM PST5:03 PM PST1:43 AM PST12:11 PM PST
Tue 135:02 AM PST 4.89 ft12:53 PM PST 0.18 ft7:39 PM PST 2.97 ft11:20 PM PST 2.49 ft6:51 AM PST5:04 PM PST2:41 AM PST12:47 PM PST
Wed 145:45 AM PST 5.13 ft1:28 PM PST −0.20 ft8:08 PM PST 3.17 ft6:51 AM PST5:05 PM PST3:39 AM PST1:28 PM PST
Thu 1512:11 AM PST 2.42 ft6:25 AM PST 5.38 ft1:59 PM PST −0.51 ft8:31 PM PST 3.33 ft6:51 AM PST5:05 PM PST4:36 AM PST2:15 PM PST
Fri 1612:53 AM PST 2.27 ft7:02 AM PST 5.62 ft2:29 PM PST −0.75 ft8:54 PM PST 3.46 ft6:50 AM PST5:06 PM PST5:29 AM PST3:09 PM PST
Sat 171:30 AM PST 2.10 ft7:37 AM PST 5.82 ft2:58 PM PST −0.92 ft9:18 PM PST 3.58 ft6:50 AM PST5:07 PM PST6:18 AM PST4:08 PM PST
Sun 182:04 AM PST 1.93 ft8:10 AM PST 5.94 ft3:27 PM PST −1.00 ft9:44 PM PST 3.70 ftNew Moon6:50 AM PST5:08 PM PST7:00 AM PST5:09 PM PST
Mon 192:39 AM PST 1.79 ft8:43 AM PST 5.94 ft3:56 PM PST −0.97 ft10:12 PM PST 3.83 ft6:49 AM PST5:09 PM PST7:37 AM PST6:12 PM PST
Tue 203:15 AM PST 1.69 ft9:16 AM PST 5.78 ft4:25 PM PST −0.83 ft10:42 PM PST 3.97 ft6:49 AM PST5:10 PM PST8:10 AM PST7:14 PM PST
Wed 213:55 AM PST 1.63 ft9:51 AM PST 5.45 ft4:54 PM PST −0.55 ft11:13 PM PST 4.13 ft6:49 AM PST5:11 PM PST8:40 AM PST8:16 PM PST
Thu 224:40 AM PST 1.59 ft10:29 AM PST 4.93 ft5:23 PM PST −0.14 ft11:47 PM PST 4.30 ft6:48 AM PST5:12 PM PST9:08 AM PST9:17 PM PST
Fri 235:35 AM PST 1.57 ft11:12 AM PST 4.24 ft5:52 PM PST 0.37 ft6:48 AM PST5:13 PM PST9:35 AM PST10:20 PM PST
Sat 2412:26 AM PST 4.49 ft6:46 AM PST 1.52 ft12:10 PM PST 3.45 ft6:24 PM PST 0.94 ft6:47 AM PST5:14 PM PST10:04 AM PST11:25 PM PST
Sun 251:13 AM PST 4.68 ft8:18 AM PST 1.31 ft1:44 PM PST 2.71 ft7:02 PM PST 1.53 ftFirst Quarter6:47 AM PST5:15 PM PST10:35 AM PST
Mon 262:12 AM PST 4.88 ft10:02 AM PST 0.81 ft4:09 PM PST 2.41 ft8:05 PM PST 2.06 ft6:46 AM PST5:16 PM PST11:12 AM PST12:33 AM PST
Tue 273:22 AM PST 5.14 ft11:28 AM PST 0.10 ft6:18 PM PST 2.71 ft9:48 PM PST 2.37 ft6:46 AM PST5:17 PM PST11:55 AM PST1:44 AM PST
Wed 284:33 AM PST 5.50 ft12:28 PM PST −0.61 ft7:15 PM PST 3.13 ft11:16 PM PST 2.33 ft6:45 AM PST5:18 PM PST12:48 PM PST2:55 AM PST
Thu 295:36 AM PST 5.91 ft1:17 PM PST −1.18 ft7:53 PM PST 3.50 ft6:45 AM PST5:19 PM PST1:50 PM PST4:05 AM PST
Fri 3012:22 AM PST 2.06 ft6:31 AM PST 6.28 ft1:59 PM PST −1.55 ft8:26 PM PST 3.81 ft6:44 AM PST5:20 PM PST3:00 PM PST5:07 AM PST
Sat 311:16 AM PST 1.71 ft7:21 AM PST 6.52 ft2:38 PM PST −1.70 ft8:59 PM PST 4.07 ft6:44 AM PST5:20 PM PST4:12 PM PST6:00 AM PST

The tide timetable below is calculated from Point Loma, California but is also suitable for estimating tide times in the following locations: