Tide chart · South Carolina

Murrells Inlet tide chart

Wednesday, October 14, 2026 · local time 3:03 PM

Right now
Falling
3.1 ft · low in 5 h 54
Next high tide 2:10 AM2.6 ft · tomorrow
Next low tide 8:57 PM0.8 ft
Tidal range today 2.7ftbetween high and low water

Harmonic constants published by NOAANot for navigation

Murrells Inlet tide chart today

1 ft 2 ft 3 ft 12 AM3 AM6 AM9 AM12 PM3 PM6 PM9 PM12 AM 1:31 AM 2.7 ft 8:15 AM 0.5 ft 2:07 PM 3.2 ft 8:57 PM 0.8 ft 3:03 PM
High tideLow tideNow

Wednesday, October 14

High tide1:31 AM
2.7 ft
Low tide8:15 AM
0.5 ft
High tide2:07 PM
3.2 ft
Low tide8:57 PM
0.8 ft

Murrells Inlet tide chart: next 7 days

TodayOct 14
  • High1:31 AM2.7 ft
  • Low8:15 AM0.5 ft
  • High2:07 PM3.2 ft
  • Low8:57 PM0.8 ft
ThursdayOct 15
  • High2:10 AM2.6 ft
  • Low9:03 AM0.6 ft
  • High2:50 PM3.1 ft
  • Low9:47 PM0.8 ft
FridayOct 16
  • High2:50 AM2.5 ft
  • Low9:53 AM0.7 ft
  • High3:37 PM3.0 ft
  • Low10:37 PM0.9 ft
SaturdayOct 17
  • High3:34 AM2.5 ft
  • Low10:45 AM0.8 ft
  • High4:28 PM2.9 ft
  • Low11:29 PM1.0 ft
SundayOct 18
  • High4:30 AM2.4 ft
  • Low11:39 AM0.8 ft
  • High5:23 PM2.9 ft
MondayOct 19
  • Low12:21 AM1.0 ft
  • High5:34 AM2.4 ft
  • Low12:33 PM0.8 ft
  • High6:19 PM2.8 ft
TuesdayOct 20
  • Low1:12 AM0.9 ft
  • High6:36 AM2.5 ft
  • Low1:27 PM0.8 ft
  • High7:11 PM2.8 ft

This year in Murrells Inlet

Highest tide3.5ftOctober 27, 2026, 12:30 PM
Lowest tide-0.7ftJanuary 23, 2027, 5:20 AM
Spring tide range3.2ftneap tides: 2.2 ft
King tidesOct 1, 2026 · Oct 11, 2026 · Oct 27, 2026 · Nov 25, 2026 · Sep 30, 2027
NOAA

Calculated by Marinalo from the WACHESAW LANDING, WACCAMAW R. tide station, 4.2 km from Murrells Inlet: harmonic constants published by NOAA CO-OPS (public domain). Heights above Mean Lower Low Water (MLLW), the US chart datum. Times in local time (America/New_York), daylight saving included. Place names: GeoNames, CC BY 4.0. Astronomical tides only: wind and air pressure can change the water level. Not for navigation: check NOAA Tides & Currents before going out. How we calculate tides.