Table 1 Labels for the uniformed data format.

From: A unified longitudinal trajectory dataset for automated vehicle

Label

Description

Notations and formulation

Unit

Trajectory_ID

ID of the longitudinal trajectory.

\(i\in {\mathcal{I}}\).

N/A

Time_Index

Common time stamp in one trajectory.

\(t\in {{\mathcal{T}}}_{i},i\in {\mathcal{I}}\).

s

ID_LV

LV ID.

\({c}_{i}^{{\rm{l}}},i\in {\mathcal{I}}\). Label each AV with a different ID and all human-driving vehicles with -1.

N/A

Type_LV

LV is an AV or human-driving vehicle.

Label AV with 1 and human-driving vehicles with 0.

N/A

Pos_LV

LV position in the Frenet coordinate.

\({p}_{it}^{{\rm{l}}}={p}_{it}^{{\rm{f}}}+{h}_{it},i\in {\mathcal{I}},t\in {{\mathcal{T}}}_{i}\).

m

Speed_LV

LV speed.

\({v}_{it}^{{\rm{l}}}=\frac{{p}_{i(t+1)}^{{\rm{l}}}-{p}_{it}^{{\rm{l}}}}{\Delta t},i\in {\mathcal{I}},t\in {{\mathcal{T}}}_{i}\).

m/s

Acc_LV

LV acceleration.

\({a}_{it}^{{\rm{l}}}=\frac{{v}_{i(t+1)}^{{\rm{l}}}-{v}_{it}^{{\rm{l}}}}{\Delta t},i\in {\mathcal{I}},t\in {{\mathcal{T}}}_{i}\).

m/s2

ID_FAV

FAV ID.

\({c}_{i}^{{\rm{f}}},i\in {\mathcal{I}}\). Label each FAV with a different ID.

N/A

Pos_FAV

FAV position in the Frenet coordinate.

\({p}_{it}^{{\rm{f}}}={p}_{i(t-1)}^{{\rm{f}}}+\Delta t\cdot {v}_{it}^{{\rm{f}}},i\in {\mathcal{I}},t\in {{\mathcal{T}}}_{i}\).

m

Speed_FAV

FAV speed.

\({v}_{it}^{{\rm{f}}}=\frac{{p}_{i(t+1)}^{{\rm{f}}}-{p}_{it}^{{\rm{f}}}}{\Delta t},i\in {\mathcal{I}},t\in {{\mathcal{T}}}_{i}\).

m/s

Acc_FAV

FAV acceleration.

\({a}_{it}^{{\rm{f}}}=\frac{{v}_{i(t+1)}^{{\rm{f}}}-{v}_{it}^{{\rm{f}}}}{\Delta t},i\in {\mathcal{I}},t\in {{\mathcal{T}}}_{i}\).

m/s2

Spatial_Gap

Bump-to-bump distance between two vehicles.

\({g}_{it}={p}_{it}^{{\rm{l}}}-{p}_{it}^{{\rm{f}}}-{l}^{{\rm{f}}}/2-{l}^{{\rm{l}}}/2,i\in {\mathcal{I}},t\in {{\mathcal{T}}}_{i}\), where lf and lf are the length of the LV and the FAV.

m

Spatial_Headway

Distance between the center of two vehicles.

\({h}_{it}={p}_{it}^{{\rm{l}}}-{p}_{it}^{{\rm{f}}},i\in {\mathcal{I}},t\in {{\mathcal{T}}}_{i}\).

m

Speed_Diff

Speed difference of the two vehicles.

\(\Delta {v}_{it}={v}_{it}^{{\rm{l}}}-{v}_{it}^{{\rm{f}}},i\in {\mathcal{I}},t\in {{\mathcal{T}}}_{i}\).

m/s