Tide times · Waikato Region

Kawhia tide times

Thursday 15 October 2026 · local time 10:32 am

Right now
Rising
2.2 m · high in 3 h 12
Next high tide 1:44 pm3.3 m
Next low tide 7:35 pm1.0 m
Tidal range today 2.5mbetween high and low water

Harmonic constants published by LINZNot for navigation

Kawhia tide times today

1 m 1.5 m 2 m 2.5 m 3 m 12 am3 am6 am9 am12 pm3 pm6 pm9 pm12 am 1:22 am 3.3 m 7:11 am 0.8 m 1:44 pm 3.3 m 7:35 pm 1.0 m 10:32 am
High tideLow tideNow

Thursday 15 October

High tide1:22 am
3.3 m
Low tide7:11 am
0.8 m
High tide1:44 pm
3.3 m
Low tide7:35 pm
1.0 m

Kawhia tide table: next 7 days

Today15 Oct
  • High1:22 am3.3 m
  • Low7:11 am0.8 m
  • High1:44 pm3.3 m
  • Low7:35 pm1.0 m
Friday16 Oct
  • High1:58 am3.1 m
  • Low7:48 am1.0 m
  • High2:21 pm3.2 m
  • Low8:15 pm1.1 m
Saturday17 Oct
  • High2:38 am3.0 m
  • Low8:28 am1.2 m
  • High3:03 pm3.0 m
  • Low9:01 pm1.3 m
Sunday18 Oct
  • High3:23 am2.9 m
  • Low9:15 am1.3 m
  • High3:56 pm2.9 m
  • Low9:57 pm1.4 m
Monday19 Oct
  • High4:21 am2.8 m
  • Low10:12 am1.5 m
  • High5:05 pm2.8 m
  • Low11:06 pm1.5 m
Tuesday20 Oct
  • High5:36 am2.7 m
  • Low11:27 am1.5 m
  • High6:19 pm2.8 m
Wednesday21 Oct
  • Low12:21 am1.4 m
  • High6:51 am2.8 m
  • Low12:47 pm1.4 m
  • High7:23 pm3.0 m

This year in Kawhia

Highest tide4.0m1 September 2027, 10:40 pm
Lowest tide0.2m2 September 2027, 4:30 am
Spring tide range3.3mneap tides: 1.8 m
King tides24 Jan 2027 · 22 Feb 2027 · 4 Aug 2027 · 1 Sep 2027 · 30 Sep 2027
LINZ

Calculated by Marinalo from the Kawhia tide station, 0.0 km from Kawhia: This work is based on Toitū Te Whenua Land Information New Zealand data which are licensed by Toitū Te Whenua Land Information New Zealand for re-use under the Creative Commons Attribution 4.0 International licence.. Heights above chart datum (LINZ). Times in local time (Pacific/Auckland), 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 LINZ tide predictions before going out. How we calculate tides.