In　this　paper　we　mainly　discuss　the　uniform　excess　of　frames　in　finite　dimensional　Hilbert　spaces.　We　discuss　the　relationship　between　uniform　excess　frames　and　full　spark　frames,　give　several　methods　to　construct　uniform　excess　frames.　We　also　show　that　every　full　spark　frame　has　the　full　range　property　and　the　intersection　dependent　property,　and　is　linearly　connected.　At　the　same　time　we　give　a　sufficient　condition　for　two　uniform　excess　frames　can　be　woven.　©　2018,　Springer　Nature　Switzerland　AG.