AT&T And Verizon Reject Request To Delay 5G Roll Out

Big Telecom has a New Years’ resolution: 2022 is the year when, finally, finally, after much fanfare, delay, and rethinking, it executes its roll-out of 5G mobile service.

And they’re willing to do it by any means necessary— even if it means defying the US federal government, the pleading aviation industry, and risking a few planes falling out of the sky.

Infrequent Proposal

On Friday, the FAA and US Transportation Secretary Pete Buttigieg sent a letter to AT&T and Verizon requesting a two-week delay for the planned January 5 launch of C-band spectrum 5G wireless services, which operate on a frequency that may overlap or interfere with those used by vital aviation tools. Specifically, the request called for a delay near “priority airports,” mostly located near major US cities. All of this comes after Verizon and AT&T already agreed in November to pause the network’s deployment until the New Year.

By Sunday, Stankey and Vestburg penned a letter in return. Their response? A resounding “no.” Amid the spat, both industries contend with high stakes:

• In a letter to the FCC, powerful trade group Airlines for America claimed 5G interference may result in 4% of all US flights being diverted, delayed, or canceled. In 2019 terms, the group calculated 32 million passengers, 345,000 passenger flights, and 5,400 cargo flights would be affected— a cost of potentially billions of dollars.
• AT&T and Verizon– which paid over $80 billion in a government auction for the rights to use the frequencies– claimed granting the FAA oversight over 5G rollout would constitute an “irresponsible abdication” of operating control over world-class technologies.

The French Concession: The telecom CEOs, however, did offer one point of compromise. If aviation interests deescalate, the telecoms would agree to certain “exclusion zones” near major airports for six months, a model that’s proven successful near French airports where US airlines safely land despite nearby 5G service operating on the pertinent frequency.