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NiO2

NiO2 is trigonal omega-like structured and crystallizes in the trigonal R3m space group. The structure is two-dimensional and consists of three NiO2 sheets oriented in the (0, 0, 1) direction. Ni4+ is bonded to six equivalent O2- atoms to form edge-sharing NiO6 octahedra. All Ni–O bond lengths are 1.88 A. O2- is bonded in a distorted T-shaped geometry to three equivalent Ni4+ atoms.

Highlights

Qubits
Depth
Baseline
1,8007.01×10^9
Phasecraft
2,61418,356
Applications
Batteries
Catalysis
Microelectronics

Material info

Name
NiO2
Materials Project ID
mp-35925
Number of atoms
3
Spacegroup
R-3m

Density Functional Theory

Kohn-Sham electrons
35
Kohn-Sham electrons occupied
15
Pseudo family
ONCVPSP

Circuitry

Circuit depth
18,356
Number of interactions
410,025
Number of modes
2,550
Number of qubits
2,614
Number of two-qubit gates
701,803

Encoding

Number of groups
75
Modes per group
34
Translatable
6,291
Non-translatable
7,828
Tiled translatable
233,745
Tiled nontranslatable
176,280
System dimensions
[5, 5, 3]

Wannier Functions

Final spread
3.597×10^-1
Final variance
1.446×10^-1
Number of iterations
4,471
Number of Wannier functions
17
Spread difference
9.67×10^-8

Compilation

Algorithm
VQE
Detail
Splitting onsite/NN from NNN+ terms
Number of interactions
182,571
Number of nontranslatable terms
7,828
Number of translatable terms
6,291
Number of tiled translatable terms
233,745
Number of tiled nontranslatable terms
176,280

Hamiltonian

Baseline circuit depth
7.01×10^9
Baseline number of bands
12
Baseline number of qubits
1,800
Coulumb number of cluster sites
25
Coulomb neighbor order
7
Coulomb symmetry checks
true
Hop number of cluster sites
13
Interaction motif neighbor order
1
Number of Coulomb terms
50,644
Number of hopping terms
2,798
Number of Majorana terms
16,029
Number of Wannier tight binding
17
Tau Coulomb terms consistent
6.972×10^-2
Tau hop matrix consistent
1.115×10^-3
Threshold Coulomb terms
7.325×10^-1
Threshold hop matrix
0.037365
Tolerance
0.5
Use interaction
1
Energy window
Distance method
MaxDist
Hop matrix neighbor order
4

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