Point Loma tide calendar

May 2026 Point Loma Tides

DayHighLowHighLowHighPhaseSunriseSunsetMoonriseMoonset
Fri 013:54 AM PDT −0.51 ft9:58 AM PDT 3.72 ft3:13 PM PDT 1.41 ft9:21 PM PDT 5.62 ftFull Moon6:01 AM PDT7:30 PM PDT7:55 PM PDT5:40 AM PDT
Sat 024:28 AM PDT −0.55 ft10:37 AM PDT 3.51 ft3:37 PM PDT 1.70 ft9:46 PM PDT 5.53 ft6:00 AM PDT7:31 PM PDT8:54 PM PDT6:14 AM PDT
Sun 035:03 AM PDT −0.48 ft11:18 AM PDT 3.28 ft3:59 PM PDT 1.97 ft10:13 PM PDT 5.37 ft5:59 AM PDT7:31 PM PDT9:52 PM PDT6:52 AM PDT
Mon 045:42 AM PDT −0.31 ft12:05 PM PDT 3.06 ft4:19 PM PDT 2.21 ft10:41 PM PDT 5.15 ft5:58 AM PDT7:32 PM PDT10:47 PM PDT7:36 AM PDT
Tue 056:25 AM PDT −0.07 ft1:02 PM PDT 2.87 ft4:38 PM PDT 2.44 ft11:13 PM PDT 4.87 ft5:58 AM PDT7:33 PM PDT11:37 PM PDT8:26 AM PDT
Wed 067:17 AM PDT 0.17 ft2:20 PM PDT 2.78 ft4:53 PM PDT 2.66 ft11:53 PM PDT 4.56 ft5:57 AM PDT7:34 PM PDT9:20 AM PDT
Thu 078:17 AM PDT 0.36 ft4:26 PM PDT 2.89 ft5:08 PM PDT 2.89 ft5:56 AM PDT7:35 PM PDT12:21 AM PDT10:18 AM PDT
Fri 0812:50 AM PDT 4.22 ft9:22 AM PDT 0.45 ft5:19 PM PDT 3.16 ft8:40 PM PDT 3.02 ft5:55 AM PDT7:35 PM PDT1:00 AM PDT11:17 AM PDT
Sat 092:18 AM PDT 3.93 ft10:21 AM PDT 0.47 ft5:38 PM PDT 3.50 ft10:36 PM PDT 2.70 ftLast Quarter5:54 AM PDT7:36 PM PDT1:34 AM PDT12:18 PM PDT
Sun 103:53 AM PDT 3.79 ft11:10 AM PDT 0.47 ft5:59 PM PDT 3.91 ft11:46 PM PDT 2.10 ft5:53 AM PDT7:37 PM PDT2:05 AM PDT1:18 PM PDT
Mon 115:11 AM PDT 3.80 ft11:52 AM PDT 0.50 ft6:24 PM PDT 4.41 ft5:53 AM PDT7:37 PM PDT2:34 AM PDT2:19 PM PDT
Tue 1212:38 AM PDT 1.36 ft6:16 AM PDT 3.88 ft12:29 PM PDT 0.58 ft6:50 PM PDT 4.97 ft5:52 AM PDT7:38 PM PDT3:02 AM PDT3:22 PM PDT
Wed 131:24 AM PDT 0.55 ft7:14 AM PDT 3.95 ft1:05 PM PDT 0.73 ft7:20 PM PDT 5.54 ft5:51 AM PDT7:39 PM PDT3:30 AM PDT4:27 PM PDT
Thu 142:09 AM PDT −0.23 ft8:08 AM PDT 3.99 ft1:41 PM PDT 0.93 ft7:53 PM PDT 6.05 ft5:50 AM PDT7:40 PM PDT4:01 AM PDT5:37 PM PDT
Fri 152:53 AM PDT −0.90 ft9:01 AM PDT 3.96 ft2:18 PM PDT 1.17 ft8:29 PM PDT 6.45 ft5:50 AM PDT7:40 PM PDT4:37 AM PDT6:50 PM PDT
Sat 163:39 AM PDT −1.38 ft9:54 AM PDT 3.87 ft2:57 PM PDT 1.42 ft9:08 PM PDT 6.67 ftNew Moon5:49 AM PDT7:41 PM PDT5:19 AM PDT8:07 PM PDT
Sun 174:27 AM PDT −1.63 ft10:48 AM PDT 3.72 ft3:38 PM PDT 1.68 ft9:52 PM PDT 6.68 ft5:48 AM PDT7:42 PM PDT6:11 AM PDT9:21 PM PDT
Mon 185:18 AM PDT −1.62 ft11:47 AM PDT 3.56 ft4:23 PM PDT 1.95 ft10:39 PM PDT 6.47 ft5:48 AM PDT7:42 PM PDT7:12 AM PDT10:30 PM PDT
Tue 196:13 AM PDT −1.41 ft12:51 PM PDT 3.43 ft5:17 PM PDT 2.22 ft11:31 PM PDT 6.05 ft5:47 AM PDT7:43 PM PDT8:21 AM PDT11:28 PM PDT
Wed 207:12 AM PDT −1.07 ft2:02 PM PDT 3.42 ft6:24 PM PDT 2.46 ft5:47 AM PDT7:44 PM PDT9:33 AM PDT
Thu 2112:31 AM PDT 5.48 ft8:14 AM PDT −0.68 ft3:16 PM PDT 3.59 ft7:53 PM PDT 2.58 ft5:46 AM PDT7:45 PM PDT10:45 AM PDT12:15 AM PDT
Fri 221:42 AM PDT 4.86 ft9:18 AM PDT −0.29 ft4:21 PM PDT 3.90 ft9:34 PM PDT 2.41 ft5:45 AM PDT7:45 PM PDT11:52 AM PDT12:53 AM PDT
Sat 233:04 AM PDT 4.31 ft10:18 AM PDT 0.07 ft5:13 PM PDT 4.28 ft11:07 PM PDT 1.95 ftFirst Quarter5:45 AM PDT7:46 PM PDT12:56 PM PDT1:26 AM PDT
Sun 244:29 AM PDT 3.91 ft11:11 AM PDT 0.42 ft5:54 PM PDT 4.68 ft5:44 AM PDT7:47 PM PDT1:56 PM PDT1:55 AM PDT
Mon 2512:19 AM PDT 1.34 ft5:48 AM PDT 3.67 ft11:56 AM PDT 0.77 ft6:29 PM PDT 5.02 ft5:44 AM PDT7:47 PM PDT2:55 PM PDT2:21 AM PDT
Tue 261:14 AM PDT 0.74 ft6:55 AM PDT 3.54 ft12:35 PM PDT 1.11 ft7:00 PM PDT 5.31 ft5:44 AM PDT7:48 PM PDT3:52 PM PDT2:47 AM PDT
Wed 271:59 AM PDT 0.24 ft7:53 AM PDT 3.48 ft1:09 PM PDT 1.42 ft7:29 PM PDT 5.52 ft5:43 AM PDT7:48 PM PDT4:50 PM PDT3:14 AM PDT
Thu 282:37 AM PDT −0.15 ft8:41 AM PDT 3.44 ft1:41 PM PDT 1.69 ft7:57 PM PDT 5.65 ft5:43 AM PDT7:49 PM PDT5:49 PM PDT3:43 AM PDT
Fri 293:12 AM PDT −0.42 ft9:24 AM PDT 3.41 ft2:12 PM PDT 1.90 ft8:25 PM PDT 5.72 ft5:42 AM PDT7:50 PM PDT6:47 PM PDT4:15 AM PDT
Sat 303:45 AM PDT −0.57 ft10:04 AM PDT 3.38 ft2:42 PM PDT 2.06 ft8:54 PM PDT 5.72 ft5:42 AM PDT7:50 PM PDT7:45 PM PDT4:51 AM PDT
Sun 314:19 AM PDT −0.63 ft10:42 AM PDT 3.34 ft3:12 PM PDT 2.19 ft9:24 PM PDT 5.67 ftFull Moon5:42 AM PDT7:51 PM PDT8:41 PM PDT5:34 AM PDT

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