In kagome metals, the chiral current order parameter
η
with time-reversal-symmetry-breaking is the source of various exotic electronic states, while the method of controlling the current order and its interplay with the star-of-David bond order
ϕ
are still unsolved. Here, we reveal that tiny uniform orbital magnetization
M
orb
[
η
,
ϕ
]
is induced by the chiral current order, and its magnitude is prominently enlarged under the presence of the bond order. Importantly, we derive the magnetic-field (
h
z
)-induced Ginzburg–Landau (GL) free energy expression
Δ
F
[
h
z
,
η
,
ϕ
]
∝
−
h
z
M
orb
[
η
,
ϕ
]
, which enables us to elucidate the field-induced current-bond phase transitions in kagome metals. The emergent current-bond-
h
z
trilinear coupling term in the free energy,
−
m
1
h
z
η
·
ϕ
, naturally explains the characteristic magnetic-field sensitive electronic states in kagome metals, such as the field-induced current order and the strong interplay between the bond and current orders. The GL coefficients of
Δ
F
[
h
z
,
η
,
ϕ
]
derived from the realistic multiorbital model are appropriate to explain various experiments. Furthermore, we discuss the field-induced loop current orders in the square lattice models that have been studied in cuprate superconductors.