On another thought, I was reviewing the process of study by Jackdaw to get his new certification. In doing so there was heavy navigational knowledge required to be demonstrated. Specifically the area of CTS route&execute planning when dealing with crossing a body of water experiencing tidal currents.
I understood the idea of crossing a body of water that has tidal currents swinging in both directions across a "rhumb line", how the fastest and shortest execution of the track is to maintain a constant compass heading. The current will push you first one way (moving you off a straight line course) but will push you in the opposite direction when switched and in the end you will move over the ground like a swing back and forth, but will travel in a straight and shortest line on the water.
Where I have a challenge is how do those forces work when the currents are constant in a singular direction across a rhumb line. In flight one crabs into the force (usually the wind) to fly a straight course over the ground. In reading the theories it sounded like that was not the best course of action for a boat. Can someone please explain how on water it is different than in the sky. I think that if the current is constant then you need to follow a compass heading that compensates for the force of the current. This heading would not be in the direction of the end waypoint, but would be a specified number of degrees off the waypoint that compensates for the effect of the current during the passage. The boat would travel on the rhumb line over the ground.
Think you for your help.