Sketchplanations
Big Ideas Little Pictures

Sketchplanations in a book! I think you'll love Big Ideas Little Pictures

Sketchplanations podcast photo of Rob Bell, Tom Pellereau and Jono Hey

Prefer to listen?
Try the podcast

Like Sketchplanations?
Support me on Patreon

Explaining the world one sketch at a time

Simplifying complex ideas through fun and insightful sketches.

A weekly sketch by email

Learn something new in a sketch each Sunday

Recent sketches

How to grow your own fresh air illustration: examples of common houseplants that help create an environment with relatively cleaner air; the Areca Palm, Mother-in-law's Tongue and the Money Plant.

How to grow your own fresh air

UPDATE: Since releasing this sketch, which is a fair summary of Kamal Meattle's TED talk, it's been made clear that, though plants do improve air the improvement doesn't compare with a simple change like opening the window. The original "plants improve air quality" study was done by NASA in an environment wholly unlike having a few plants in your living room. Listen to James Wong explain the situation in the Sketchplanations botany podcast. Original text: In his 4 min TED talk, Kamal Meattle explains how to grow your own fresh air inside with just 3 common house plants. The areca palm works hard during the day, the mother-in-law’s tongue during the night, and the money plant cleans out volatile chemicals. He transformed the air inside a New Delhi office park by filling it with these three plants with seemingly some wonderful health and productivity benefits. Though plants are undoubtedly lovely to add to your office and home, see the update above for the caution around it.
Read more…
Tame unruly crisp packets illustration: a 7-step process lays out exactly how to fold a large, unruly, empty crisp packet into a neat, manageable triangle. Origami with purpose.

Tame unruly crisp packets

So, you finish a packet of crisps, or chips, and scrumple the packet up, but in just keeps uncrumpling and tries to blow away. No longer. This handy little bit of origami creates a neat and tidy little triangle that keeps your crisp packet behaving. Give it a try next time. HT: Dave Barker taught me this about 20 years ago. I still find it useful.
Read more…
The Streisand Effect illustration: the attention of two passers by is drawn by a glut of warning and security signs mounted on a high security perimeter wall.

The Streisand Effect

The Streisand effect describes what happens when you try to censor or suppress information: it draws attention to it. It’s named Streisand after Barbara Streisand tried to have an aerial photo of her house removed from a set of California coastline photos intended to document coastal erosion. Views of the photo apparently went from 6 to 420,000. The Streisand Effect as a term was coined by Mike Masnick
Read more…
Zip backpacks to the side illustration: with double-ended zips, one person's backpack has peeled itself open (both zips closed up to the top), while another's remains safely zipped up (one zip brought right round to join the other)..

Zip backpacks to the side

So maybe this was always obvious to you, but someone showed me this when I was in my 30s and it was hard for me to believe that it took 30 years for me to learn it. So, now you know. A simple tip to stop your bag coming undone — particularly if you’re walking or running and you’ve stuffed it too full like I do.
Read more…
9-enders (nine-enders) explanation: people approaching their 30s, 40s and 50s, examining their lives for meaning and setting off skydiving, running marathons and climbing Everest

9-Enders (nine-enders)

Nine-enders are people in the last year of a decade, say, 29, 39, 49, 59. Adam Alter and Hal Hershfield, who introduced the term, propose that as we approach the end of a decade we are more likely to do a kind of "meaning audit" of our lives. And in the years just before the end of a decade, if we may have fallen short or feel there’s something else we want to accomplish, we’re much more likely to do it then than in any other year of a decade. In practice, as Dan Pink shared in his book When: The Scientific Secrets of Perfect Timing, these are, therefore, the times when we’re more likely to do something extreme like running a marathon for the first time and, sadly, also committing suicide. Take care out there. Read more in Dan Pink’s Atlantic article: You’re Most Likely to Do Something Extreme Right Before You Turn 30, Dan Pink, The Atlantic Or: When: The Scientific Secrets of Perfect Timing, Dan Pink People search for meaning when they approach a new decade in chronological age, PNAS, vol. 111 no. 48, Alter and Hershfield, 2014. This sketch, updated and polished, features with a number of others in my book Big Ideas Little Pictures.
Read more…
Metcalfe's Law illustration: starting with just 2 nodes and one line connecting them, a line is drawn connecting all nodes in a series of forms with increasing number of nodes (from a line, to a triangle, to a square, etc...). Underneath, a graph of y=X^2 shows the fast-growing relationship between nodes in a network and value of said network.

Metcalfe’s Law

Metcalfe's Law is: "The value of a telecommunications network is proportional to the square of the number of users of the system." — Robert Metcalfe This law explains a little of the remarkable power of a growing network. Each time you add a user or node to the network, the number of connections increases in proportion to the square of the number of users. So, in this simple example where every new node gets a connection to each of the existing nodes, you can see that, say, adding a single node to an 11-node network creates 11 new connections. It’s a simplified example because in most networks, the value is not directly proportional to the number of connections as some connections or users may be more valuable than others, and usually, adding a new user wouldn’t create a connection to all existing users — say if it was in a different country, or people spoke a different language or just cared about different things. But nevertheless, you can see how a network quickly becomes valuable as users join. So, Facebook has about 2 billion users… Metcalfe was talking about telecommunications networks, and the basic proposition has been modified since it was formulated, including by Metcalfe himself. Just because something is called a law doesn’t mean it is one. See Fitt’s Law
Read more…
Buy Me A Coffee