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

How one design flaw almost toppled a skyscraper - Alex Gendler


3m read
·Nov 8, 2024

In 1978, Diane Hartley was writing her undergraduate architecture thesis when she made a shocking discovery. Her paper focused on the Citicorp Center, a skyscraper in midtown Manhattan. And after weeks poring over the building’s plans, she’d stumbled on a potentially deadly mistake. An oversight that threatened to topple the 59-story tower into one of New York City’s most densely populated districts.

When it was built two years earlier, Citicorp Center was one of the world's tallest buildings. Its sloped roof was unique in the city skyline, but its more distinctive feature lay at the base. Since the construction site was already occupied by St. Peter's Lutheran Church, the new skyscraper had to be built on columns supporting it, like stilts. Using stilts on a building’s corners wasn’t unheard of, but because the church stood at the corner of the block, these stilts had to be placed at the center of each side.

While this novel design worried some of the building's backers, chief structural engineer William LeMessurier took numerous precautions to ensure the building’s stability. The outside would consist of v-shaped chevrons, forming a strong exoskeleton to support the skyscraper. This external structure also made the building much lighter, meaning there’d be less weight to support overall. This design did leave the building vulnerable to strong winds.

But LeMessurier had another state-of-the-art solution—a tuned mass damper. This 400-ton counterweight was controlled by computerized sensors designed to counteract any swaying. With these structures in place, calculations showed that each side of the building could withstand powerful winds. And with all safety issues resolved, the building opened for business in 1977.

But when Hartley was studying the tower a year later, she noticed something odd. It was true that each face of the building could endure powerful winds. And since a building’s broad sides catch the most wind, these would typically be the strongest winds a building encounters. However, the tower's unique base meant that winds blowing on the building’s corners were actually the bigger threat. And since traditional designs didn't warrant safety calculations for corner winds, it seemed to Hartley that the threat had gone unaccounted for.

When Hartley contacted LeMessurier’s firm about the issue, they assured her the building was strong enough to handle these winds. But checking the plans again, LeMessurier noticed an alarming detail. A change approved without his knowledge had replaced the exoskeleton’s welded joints with cheaper and weaker bolted joints. This alone wasn’t enough to topple the tower thanks to the mass damper. But if a storm knocked out the building's power, it would deactivate the counterweight’s sensors, leaving the building vulnerable to winds of just 112 kilometers per hour. Given available weather data, a storm this strong had a one-in-sixteen chance of hitting New York City every single year.

LeMessurier never told Hartley what she’d uncovered. In fact, everything he did next was top secret. After filling in the architects and executives at Citicorp, LeMessurier’s team worked with city officials to craft a confidential plan. Without warning the residents, construction crews began a string of night-time shifts to reinforce the bolted joints. This delicate work began in mid-August 1978 and was only halfway complete when Hurricane Ella approached the city in September.

City officials and Citicorp executives planned an emergency evacuation for a 10-block radius, but at the last minute, the hurricane veered out to sea. These secret evacuation plans were never used, and the reinforcements were completed just a month later. Typically, it would’ve been impossible for this covert construction to go unnoticed. But the press was occupied with a newspaper strike spanning the length of the reinforcement project.

In fact, the public didn't learn how close they'd come to disaster until 1995, when a New Yorker article revealed the story to the city and to Diane Hartley. Like LeMessurier, the article failed to give credit where it was due, but at least Hartley knew that her homework had saved lives.

More Articles

View All
Quantity theory of money | AP Macroeconomics | Khan Academy
In this video, we’re going to talk about the quantity theory of money, which is based on what is known as the equation of exchange. It tries to relate the money supply ( M ) (so this is some measure of the money supply) with the real GDP ( Y ) (so that is…
Function as a geometric series | Series | AP Calculus BC | Khan Academy
We’re asked to find a power series for f, and they’ve given us f of x is equal to 6 over 1 + x to the 3 power. Now, since they’re letting us pick which power series, you might say, “Well, let me just find the McLaurin series,” because the McLaurin series …
Long Distance KISSING and more! LÜT #22
Starry night socks and a gun that shoots ketchup onto your food. It’s episode 22 of LÜT. First, let’s break the ice… or let the ice do the breaking itself as a hammer. Of course, this hammer lets you open bottles. When you pour out the contents, be sure i…
Little Farms, Big Movement | Branching Out | Part 2
Today my family and I are hitting the road in search of a farm. A vertical farm is a farm, just like it sounds, that is stacked. But since I’m leading this family adventure, it’s not just gonna be your average farm. We are on the hunt to find the next gen…
How to Invest $1.6 BILLION DOLLARS if you win the Powerball Lottery
What’s up you guys, it’s Graham here! So here’s something that’s probably all crossed our minds at some point or another: have you ever been faced with the dilemma of what happens when you win the one point six billion dollar jackpot lottery, and you sim…
Example: Graphing y=-cos(π⋅x)+1.5 | Trigonometry | Algebra 2 | Khan Academy
We’re told to graph ( y ) is equal to negative cosine of ( \pi ) times ( x ) plus ( 1.5 ) in the interactive widget, so pause this video and think about how you would do that. And just to explain how this widget works, if you’re trying to do it on Khan A…