Just two weeks into the 2025 season, the Minnesota Vikings are grappling with a significant injury problem, particularly in their running back room. Following a 1-1 start that included a thrilling win over the Chicago Bears and a disappointing home loss to the Atlanta Falcons, the team’s backfield depth has been severely tested.
The Vikings’ primary running back, Aaron Jones, sustained a hamstring injury during the fourth quarter of Sunday’s game against the Falcons. While the full extent of the injury is still being evaluated, any missed time would be a major blow. Jordan Mason is expected to handle the bulk of the workload in Jones’ absence, but the team’s depth issues run deeper.
Backup running back Ty Chandler is already on injured reserve with a knee injury and will miss at least three more games. Compounding the issue, fullback C.J. Ham is also sidelined, leaving the Vikings thin at key offensive positions.
With the backfield depleted, a compelling case can be made for Minnesota to sign a familiar face: free-agent running back Cam Akers.
General Manager Kwesi Adofo-Mensah has acquired Akers via trade twice in the past two seasons—first from the Los Angeles Rams in 2023 and then from the Houston Texans last year—to provide depth. Now, the Vikings could sign him outright without giving up any assets.
Akers, 26, spent the summer with the New Orleans Saints but was released during final roster cuts. His familiarity with Head Coach Kevin O’Connell’s offensive system, dating back to their time together on the Super Bowl-winning Rams, would allow for a seamless transition.
While second-year back Zavier Scott could see an increased role, Akers offers a more proven track record. In 2022, he posted a career-best 786 rushing yards and seven touchdowns with the Rams. Last season, splitting time between the Texans and Vikings, he accumulated 444 rushing yards and two touchdowns, averaging 4.3 yards per carry. For a team looking to stabilize its rushing attack amid multiple injuries, signing the affordable and experienced Akers presents a logical solution.
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