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www.everspin.com Everspin Technologies, Inc.
Everspin’s
State-of-the-Art
MRAM Technology
Everspin MRAM is Integrated with Standard CMOS Processing
Everspin MRAM is based on magnetic storage elements integrated
with CMOS processing. Each storage element uses a magnetic tun-
nel junction (MTJ) device for a memory cell.
The Magnetic Tunnel Junction Storage Element
The magnetic tunnel junction (MTJ) storage element is composed
of a xed magnetic layer, a thin dielectric tunnel barrier and a free
magnetic layer. When a bias is applied to the MTJ, electrons that are
spin polarized by the magnetic layers traverse the dielectric barrier
through a process known as tunneling.
How Everspin’s Patented MRAM Memory Technology Works
The MTJ device has a low resistance when the magnetic moment of the
free layer is parallel to the xed layer and a high resistance when the free
layer moment is oriented anti-parallel to the xed layer moment. This
change in resistance with the magnetic state of the device is an eect
known as magnetoresistance, hence the name “magnetoresistive” RAM.
Everspin MRAM Technology is Reliable
Unlike most other semiconductor memory technologies, the data is
stored as a magnetic state rather than a charge, and sensed by measuring
the resistance without disturbing the magnetic state. Using a magnetic
state for storage has two main benets. First, the magnetic polariza-
tion does not leak away over time like charge does, so the information
is stored even when the power is turned o. Second, switching the
magnetic polarization between the two states does not involve actual
movement of electrons or atoms, and thus no known wear-out mecha-
nism exists.
• Eliminate backup batteries and capacitors
• Non-volatile working memory
• Real-time data collection and backup
• AEC Q-100 qualied options
• Retain data on power fail
...and what you can do with it...