yego.me
💡 Stop wasting time. Read Youtube instead of watch. Download Chrome Extension

Backcountry Basics: Navigating With or Without Technology | Get Out: A Guide to Adventure


2m read
·Nov 11, 2024

My name is Hillary O'Neal and I am a professional ski mountaineer and adventurer. Today, we are going to talk about backcountry navigation. There are a lot of uses in many different environments that would require some level of skill in backcountry navigation. It's incredibly important to understand the basics of backcountry navigation so that you can be self-sufficient in any adventure you choose to go on.

Map and compass, or orienteering, is almost a sport in and of itself. You start it before you even leave or pack your bag; you can essentially plot your route out before you get into the field. If for whatever reason you lose your place on the map, then it's incredibly important to understand how to read a map to place yourself on that map when you're in the backcountry.

When you're out and you're using sun navigation, you're basing your directions off of the time of day and where the sun is based on that time of day. A general rule of thumb with sun navigation is that the width of your hand equals about an hour. You can gauge what time it is based on how many hand leads you from your horizon to where the sun is in the sky.

The simplest, most straightforward modern way of navigating would be using electronics. I use a Gaia GPS app, and that allows you to download maps so that if you're out in the backcountry and you're out of service, you still have access to the map. The one thing with all electronic navigation is that they are battery-powered. So I always have a compass and a map in my backpack as backup.

It's important to practice these in an environment that you know and are familiar with, and then get outside, get lost, and use navigation to find your way back home. [Music]

More Articles

View All
Derivatives of sin(x) and cos(x) | Derivative rules | AP Calculus AB | Khan Academy
What I’d like to do in this video is get an intuitive sense for what the derivative with respect to x of sine of x is and what the derivative with respect to x of cosine of x is. I’ve graphed y is equal to cosine of x in blue and y is equal to sine of x i…
To a Caveman Very Few Things Are Resources
There was a story on ITV in the UK, and they were talking about how much supposed waste that Amazon produces, that Amazon was destroying a whole bunch of products regularly, routinely. I thought, why are these people inserting their opinion into a busines…
Kevin O'Leary on CNBC's Closing Bell
You speak to a lot of companies and really see businesses investing in all sorts of companies. What would you, how would you characterize the business environment right now when it comes to hiring, when it comes to expanding, adding jobs? I think there’s…
15 Lies You Keep Telling Yourself
This is your Moment of Truth, where you stop fooling yourself and start forging a path to real success. These are 15 lies you keep telling yourself. Welcome to Alux. First up, a true classic: I’ll start tomorrow. Tomorrow is the favorite word of the proc…
10 Things That Disturb Inner Peace
Let’s do some backwards thinking today. In order to achieve inner peace, we might want to explore what actually stands in the way of achieving it, so we can eliminate these things and reach a state of tranquility. In this video, I will present you… 10 thi…
2015 AP Calculus BC 5a | AP Calculus BC solved exams | AP Calculus BC | Khan Academy
Consider the function ( f(x) ) is equal to ( \frac{1}{x^2} - Kx ) where ( K ) is a nonzero constant. The derivative of ( f ) is given by, and they give us this expression right over here. It’s nice that they took the derivative for us. Now part A, let ( …