General Caption: Illustrations of gravitational lensing.
If the source and gravitational lens are circularly symmetric and exactly aligned and there are NO other perturbing masses, the arcs will form a complete perfect ring called an Einstein ring---called that since Einstein himself predicted the existence of such images.
The focusing effect of gravitational lensing allows one to find astronomical objects too faint to found without gravitational lensing. For example, very remote and therefore very early galaxies have been found using gravitational lensing (e.g., galaxy EGSY8p7 in constellation Bootes). However, the record distant galaxy as of 2022, galaxy HD1, was NOT found using gravitational lensing (see Harikane et al. 2202).
When a smallish
astronomical object
(e.g., star,
brown dwarf,
planet,
rogue planet,
white dwarf,
neutron star (NS),
or stellar mass black hole)
passes nearly in front of a background star,
the focusing effect of
gravitational lensing
causes a transient brightning of the background star
illustrated in the sub-image
light curve.
NEITHER the background star
NOR
the gravitational lens
is resolved.
Gravitational lensing
involving smallish, unresolved
astronomical objects
is called
gravitational microlensing.
Gravitational microlensing
is probably the only way of detecting
isolated stellar mass black holes
which are otherwise virtually invisible---unless you were so close you could resolve
their black hole shadows
(which are a bit larger than their
event horizons).
However, detecting possible
isolated stellar mass black holes
and verifying that they are indeed
isolated stellar mass black holes
are different
questions.
In 2022, the first and so far the only
certain stellar mass black hole
detected by
gravitational microlensing
was reported
(see Wikipedia:
Gravitational microlensing: History).
See also Wikipedia: List of black holes for
NO further information on
stellar mass black holes
detected by
gravitational microlensing.