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Moved. See https://slott56.github.io. All new content goes to the new site. This is a legacy, and will likely be dropped five years after the last post in Jan 2023.

Showing posts with label navigation. Show all posts
Showing posts with label navigation. Show all posts

Tuesday, October 12, 2021

Legacy Software is a Sticky Mess

I'll get to legacy software. First, however, some backstory on observability.

Sailors will sometimes create "Float Plans". Like aircraft flight plans, they have an itinerary to make it slightly easier to find us when something goes wrong. Unlike airspace, which is tightly controlled by the FAA, the seas are more-or-less chaos.

The practice then, is to create float plan and give it to a trusted shore-side party, go out sailing, check in periodically, and cancel the whole thing when you're done sailing. If you miss a check-in, they can call an appropriate Search-And-Rescue agency like the US Coast Guard or BASRA or local cops with jurisdiction over a lake or river.

How much detail should be in this plan? For a long or complex trip, it doesn't seem sensible to say "Going to the Bahamas" as your float plan. That's a little thin on details. The bare minimum is to provide an Estimated Time of Arrival (ETA). But. When you summarize 36 hours of sailing to a single ETA, you invite observability problems. It's a sailboat, and you could be becalmed. Things are fine, you're just going to be late. 

Late, of course is relative. Simply late means you missed your ETA. If you're becalmed to the point where you're running low on supplies, then, this can become a bit of a problem.

The general policy followed by SAR is to allow several hours past the ETA before activating SAR resources. (The US Coast announces overdue mariners on the VHF radio so others can keep a lookout for them and render assistance.)

If you have a one-checkin-plan that summarizes 36 hours of sailing with a single ETA, you're going to be waiting for many hours after the ETA for help. So. Total systems failure after the first hour means 35 hours of drifting before someone will even alert SAR folks. And then the SAR folks will wait several hours after the ETA in case you're only slow.

What seems better is to have a sequence of waypoints with ETA's at each waypoint. That way you have incremental evidence of success or failure, and you're not waiting a LOOOONG time for your one-and-only ETA to pass without a check-in.

This leads us to software. And legacy software.

Creating the Plan

To create a sensible plan, you have waypoints as Latitude, Longitude pairs. These are angles on a sphere, not distances on a plane, so computing the length of a leg isn't a simple hypotenuse. 

It is a lot like a hypotenuse. For short distances, we can assume the earth is more-or-less flat. We can then use a relatively simple conversion (cosine of the latitude) to compress the longitudes toward the poles. We can convert lat and lon to distances and use a hypotenuse and get a really close answer.

def range_bearing(p1: LatLon, p2: LatLon, R: float = NM) -> tuple[float, Angle]:
    """Rhumb-line course from :py:data:`p1` to :py:data:`p2`.

    See :ref:`calc.range_bearing`.
    This is the equirectangular approximation.
    Without even the minimal corrections for non-spherical Earth.

    :param p1: a :py:class:`LatLon` starting point
    :param p2: a :py:class:`LatLon` ending point
    :param R: radius of the earth in appropriate units;
        default is nautical miles.
        Values include :py:data:`KM` for kilometers,
        :py:data:`MI` for statute miles and :py:data:`NM` for nautical miles.
    :returns: 2-tuple of range and bearing from p1 to p2.

    """
    d_NS = R * (p2.lat.radians - p1.lat.radians)
    d_EW = (
        R
        * math.cos((p2.lat.radians + p1.lat.radians) / 2)
        * (p2.lon.radians - p1.lon.radians)
    )
    d = math.hypot(d_NS, d_EW)
    tc = math.atan2(d_EW, d_NS) % (2 * math.pi)
    theta = Angle(tc)
    return d, theta

This means we can't trivially write down a list of waypoints. We need to do some fancy math to compute distances.

For years and years. (Since our first "big" trip in 2007.) I've used spreadsheets in various forms to work out the waypoints, distances, estimated time enroute (ETE) and ETA.

The math isn't too far beyond what a spreadsheet can do. But. There's a complication.

Complications

File formats are a complication.

There are KML files, GPX files, and CSV files that are used by various pieces of software. This is only the tip of the iceberg, because some of Navionics devices have an even more interesting USR file that contains everything in your chartplotter. It's cool. But complicated.

The file formats are -- clearly -- way outside the box for a spreadsheet.

Python to the rescue.

Since I'm a Python hack (and have been since well before 2007) I've got all kinds of file conversion tools. See https://github.com/slott56/navtools

But.

And here's where legacy enters the picture. (Music Cue.)

Fear that rattles in men's ears
And rears its hideous head
Dread ... Death ... in the wind ...

Spreadsheets.

Up until yesterday, the final planning tool was a spreadsheet with waypoints and times. Mac OS X Numbers is GREAT for this. I can pile in boat information, crew information, safety information, the itinerary, and SAR contact details in one spreadsheet, save it as a PDF, and email it to my shore-side contacts.

The BEST part of this was tinkering with the departure time while we waited for weather. We could plug in the day we're leaving, get revised ETA's for the waypoints, push the document, and take off. 

(We use an old Spot Navigator to provide notifications at midnight to show progress. We're going to upgrade to a SpotX so we can send messages a little more flexibly.)

The Legacy Spreadsheet

The legacy spreadsheet has a lot of good UX features. It's really adequate for some user stories. Save as PDF rocks.

However.

For the more advanced route planning, it isn't ideal. Specifically, spreadsheets can be weak on multiple "what-if" scenarios. 

The genesis of spreadsheets (I'm old, I was there, I remember VisiCalc) was "what-if" analysis. Change an assumption and follow the consequences through the lattice of dependent cells. These are hard to save. You can "Save As" to make a copy of the spreadsheet. You can save pages within a single spreadsheet. These are terrible because you can't really make a more fundamental change very easily. You have to make the same change to all the copies in your pile of "what-if" alternatives. 

To be very specific. I often need to plan for different boat speeds. We have a sailboat; wind and water matter a lot. Slow is about 5 knots. Fast is about 6 knots. Our theoretical top speed is 8 knots, but we've rarely seen that without a river flowing along with us. Sailing at that speed means a lot of sail wrestling, something we'd rather not do.

Fine. That's 3 scenarios, one for each speed: 5, 5.5, and 6. No big deal.

Until we add a waypoint. Or move a waypoint. Now we have to reset all three spreadsheets with a different itinerary. Since it's a different number of rows, we have the usual copy-and-paste problems in spreadsheets. 

What's Better?

Jupyter notebooks crush the life out of spreadsheets.

Here's the revised workflow.

  1. Create the route. Use tools like OpenCPN so the route can be exported as a GPX or CSV file.
  2. Use a notebook to parse the route file, creating an internal Route object.
  3. Manipulate the Route object, providing different ETA's and speed assumptions. These assumptions lead to multiple cells in the notebook. They can all share details so that one fundamental change leads to lots and lots of recomputation of itineraries. We can include all kinds of headings and markdown notes and thoughts and considerations.
  4. Finalize a route that's part of the plan. Still working in the confines of a longish notebook.
  5. Emit a Markdown file with Vessel Identification, Itinerary, Notes, and SAR Contact sections. Run pandoc to make a PDF. (This is the foundation for the nbconvert utility.)

This workflow creates two categories results:

One result is a Notebook with all of the planning details and thoughts and contingencies and considerations. 

The other result(s) are float plan documents as PDF's that can be shared widely.

Why did this take so long?

I used spreadsheets from 2007 to 2021. Why switch now? Some reasons.

Legacy solutions are sticky. This has a lot of consequences. I built up "expertise" in making the legacy work. I had become an "expert" in working around the hinky little problems with multiple what-if scenarios and propagating changes from the route into the what-ifs. For example, I limited the number of what-if scenarios I would consider because more than two got confusing.

New solutions are sometimes invisible. I only learned about Jupyter Notebooks about three years ago. I did not realize how powerful they were. I've since rearranged my thinking.

I've known about RST and Markdown and Pandoc for years. But. Getting from spreadsheet-like flexibility to a Markdown document was never a clear step. Without something like Jupyter Lab.

Pulling it all together

Does it require some kind of catalyst to force change?

Is it a slow accretion of evidence that the legacy software isn't working?

I'm pretty sure I had a long, slow Aha! moment as I realized that the Numbers spreadsheet was a large pain in the ass and a notebook would be simpler. It took a few days of fiddling to become really, really sure Numbers was not working out.

I think one of the biggest issues was a third "what-if" scenario. It was helpful to visualize arrival times. But. It was a huge pain in the neck to fiddle with the spreadsheets to get the right waypoints in there and summarize the alternatives.

I think the lesson here is to avoid automating anything unless you actually are the user.

If an organization wants software, a developer needs to do the job manually to *really* understand what the pain points are. Users develop expertise in the wrong things. And they want automation where the benefits are minor. Automating the spreadsheet-to-PDF is wrong. Replacing the spreadsheet is right.

Tuesday, June 30, 2020

Over-Solving or Solving Problems You Don't Have

Sometimes we call them "Belt and Braces" solutions. As a former suspenders person who switched to belts, the idea of wearing both is a little like over-engineering. In the unlikely event of catastrophic failure of one system, your pants can still remain properly hoist. There's a weird, but defensible reason for that. Most over-engineering lacks a coherent reason. 

Sometimes we call them "Bells and Whistles." The solution has both bells and whistles for signaling. This is usually used in a derogatory sense of useless noisemakers, there for show only. Again, there's a really low-value and dumb, but defensible reason for this. 

While colorful, none of this is helpful for describing over-engineered software. Over-engineered software is often over-engineered for incoherent and indefensible reasons.

Over-engineering generally means trying to solve a problem that no user actually has. This leads to throwing around irrelevant features.

Concrete Example

I lived on a boat. I spent a fair amount of time fretting over navigation. 

There are two big questions: 
  1. How far apart are two points, really. 
  2. What's the real bearing from one point to another.
These are -- in some cases -- easy to answer.

If you have a printed, paper chart at the right scale, you can use dividers to compute a distance. It's actually a very easy task. Similarly, you can read the bearing off the chart directly. There's a trick to comparing a course to a nearby compass rose, but it's easy to learn and very accurate.

Of course, we don't want to painstakingly copy our notes from a paper chart to a spreadsheet to add them up to get total distance. And then fold in speed to get time and fuel consumption. These summary computations are a pain.

What you want is to do all of this with a computer.
  1. Plot the points using a piece of software like OpenCPN (https://opencpn.org).
  2. Extract the GPX file.
  3. Compute distances, bearings, and durations to create a route.
"So?" you ask.

So. When I did this, I researched the math and got a grip on the haversine formula for doing the spherical geometry computation of distances between points on a sphere.

It's not too bad. The formula are big-ish. But manageable. See http://www.edwilliams.org/avform.htm#Dist for the great circle distance formula.


For airplanes and powered freighters crossing oceans, this is perfect.

For a small sailboat going from Annapolis, Maryland, to the Bahamas, this level of complexity is craziness. While accurate, it doesn't really solve the problem I have. 

I don't actually need that much accuracy. 

I need this much accuracy.


And no more. This is the essential hypotenuse distance using an R-factor to convert the difference between latitudes and the distance between longitudes into pretty-close distances. For nautical miles, R is 60×180÷π. 

This is simpler and it solves the problem I actually have. Up to about 232 miles, the answer is within 1 mile of correct. The error grows quickly. Double the distance and the error seems to jump to 8 miles. A 464 mile sailing journey (at 6 knots) takes 3 days. Wind, weather, tides and currents will introduce more error than the simplifying assumptions.

What's important is this can be put into a spreadsheet without pain. I don't need to write sophisticated Python apps to apply haversine to sequences of way-points. I can do a simpler hypotenuse computation on waypoints converted to radians.

Is there a lesson learned?

I think there is.

There's the haversine a super-general solution. It handles great-circle routes elegantly. 

But it doesn't solve my actual problem. And that makes it over-engineering.

My problem is what we call rhumb-line sailing. Over short-enough distances the world may as well be flat. Over slightly longer distances, errors in the ship's compass and speedometer make a hyper-accurate great circle route moot. 

(Even with several fancy GPS-based navigation computers, a prudent mariner has paper backups. The list of waypoints, estimated times and directions are essential when the boat's GPS reciever fails.)

I don't really need the sophistication (and the potential for bugs) with haversine. It doesn't solve a problem I actually have.

Tuesday, November 24, 2015

Navigation: Latitude, Longitude, Haversine, and all that

For a few years, I was a tech nomad. See Team Red Cruising for some stories of life on a sailboat. Warning: it's pretty dull.

As a tech nomad, I lived and died (literally) by my ability to navigate. Modern GPS devices make the dying part relatively unlikely. So, let's not oversell the danger aspect of this.

The prudent mariner plans a long voyage with a great deal of respect for the many things which can go wrong. One aspect of this is to create a "Float Plan". Read more about it here: http://floatplancentral.cgaux.org.

The idea is to create a summary of the voyage, provide that summary to trusted shore crew, and then check in periodically so that the shore crew can confirm that you're making progress safely. Failure to check in is an indicator of a problem, and action needs to be taken. We use a SPOT Messenger to check in at noon (and sometimes at waypoints.)

Creating a float plan involved an extract of the waypoints from our navigation software (GPS NavX). I would enrich the list of waypoints with estimated travel time between the points.  Folding in a departure time would lead to a schedule that could be tracked. I also include some navigation hints in the form of a bearing between waypoints so we know which way to steer to find the next point.

The travel time is the distance (in  nautical miles) coupled with an assumption about speed (5 knots.) It's a really simple thing. But the core haversine calculation is not a first-class part of any spreadsheet app. Because of the degrees-to-radians conversions required, and the common practice of annotating degrees with a lot of internal punctuation (38°54ʹ57″ 077°13ʹ36″), it becomes right awkward to simply implement this as a spreadsheet.

Some clever software has a good planning mode. The chartplotter on the boat can do a respectable job of estimating time between waypoints. But. It's not connected to a computer or the internet. So we can't upload that information in the form of a float plan. The idea of copying the data from the chart plotter to a spreadsheet is fraught with errors.

Navtools

Enter navtools. This is a library that I use to transform a route into a .csv with distances and bearings that I can use to create a useful float plan. I can add an estimated arrival time calculation so that a change to departure time creates the entire check-in schedule.

This isn't a sophisticated GUI app. It's just enough software to transform a GPS NavX extract file into a more useful form. The GUI was a spreadsheet (i.e., Numbers.) From this we created a PDF with the details.

Practically, we don't have good connectivity on the boat.  So we would create a number of alternative plans ("leave tomorrow", "leave the day after", "leave next Monday", etc.) we would go ashore, find a coffee shop, and email the various plans to ourselves. They could sit in our inbox, waiting for weather and tide to be favorable.

Then, when the weather and tides were finally aligned, we could forward the relevant details to our trusted shore crew. This was a quick spurt of cell phone connectivity to forward an email. It worked out well. When the scheduled departure time arrived, we'd coax Mr. Lehman to life, raise the anchor and away.

Literate Programming

This is an exercise in literate programming. The code that's executed and the HTML documentation are both derived from source ReStructured Text (RST) documents. The documentation for the navigation module includes the math along with the code that implements the math.

I have to say that I'm enthralled with the intimate connection between requirements, design, and implementation that literate programming embodies.

I'm excited to (finally) publish the thing to GitHub. See https://github.com/slott56/navtools.  I'm looking at some other projects that require the navtools module. What I wind up doing is copying and pasting the navigation calculation module into other projects. I had something like three separate copies on my laptop. It was time to fold all of the features together, delete the clones, and focus on one authoritative copy going forward.

I still have to remove some crufty old code. One step at a time. First, get all the tests to pass. Then expunge the old code. Then make progress on the other projects that leverage the navtools.navigation module.