The disclosure relates to a collector for illumination systems with a wavelength ≦193 nm, including ≦126 nm, and the EUV range, which serve to receive the light rays emitted from a light source and to illuminate an area in a plane. The collector can include at least a first mirror shell or a first shell segment as well as a second mirror shell or a second shell segment receiving the light and providing a first illumination and a second illumination in a plane which is located in the light path downstream of the collector. The disclosure further provides an illumination system that is equipped in particular with a collector of this kind, as well as a projection exposure apparatus with an illumination system according to the disclosure, and a method for the manufacture of microstructures by photographic exposure.
It is known to use collectors to collect light rays emitted by a light source and to illuminate an area in a plane, wherein the collectors have an aperture on the object side receiving the light rays emitted by a light source and also have a large number of rotationally symmetric mirror shells which are on a common axis of rotational symmetry and wherein a ring aperture element of the aperture on the object side is assigned to each of the mirror shells. The area to be illuminated in a plane that lies in the light path downstream of the collector can consist of ring elements.
In some embodiments, the disclosure can avoid certain drawbacks of known collectors and systems. In certain embodiments, the disclosure provides a collector configured so that, when the collector is used in an illumination system, for example in a microlithography apparatus, the loss of light is minimized in comparison to certain known systems.
In some embodiments, the disclosure can minimize the strong change of the uniformity in the field plane of the illumination system which, when using known collectors, can occur as a result of thermal deformation of the collector shells or degradation of the coatings on the collector shells.
In a first aspect of the disclosure, the loss of light in a nested collector, i.e. in a collector with at least two mirror shells arranged inside each other, can be minimized due to the fact that the mirror shells are closed mirror surfaces which have a rotationally symmetric part and a part that is not rotationally symmetric. A collector in which two mirror shells are arranged inside each other is also referred to as a nested collector.
A closed mirror surface in the context of the present application means an uninterrupted surface. An uninterrupted surface is a surface swept by an azimuth angle (from 0 to 2π.
In some embodiments, the rotationally symmetric part includes for example a first portion configured, e.g. as a first segment of a rotational hyperboloid, and a second portion configured, e.g. as a second segment of a rotational ellipsoid. The part that is not rotationally symmetric is for example added to or subtracted from the second part, wherein the parts have the forms of segments. As an alternative, the part that is not rotationally symmetric can be added to or subtracted from the first segment or both segments.
In some embodiments, a collector is proposed which consists of a first and an adjacent second surface. “Adjacent” in this context means that the two surfaces have a certain geometric distance from each other and are not intersecting each other. If surfaces have a nested arrangement, meaning that they lie inside each other, this represents a special case of the general arrangement with two mutually spaced-apart surfaces.
Each of the two surfaces with its surface points is defined by an axis and by the respective distances of the points relative to this axis. This axis for each surface in the present case is considered to be the z-axis of a coordinate system. An x-y plane extends orthogonal to the z-axis, which can also be defined in terms of polar coordinates by a radius r and an azimuth angle Φ. For a rotationally symmetric surface the distance of the points of the surface from the z-axis is only a function of the z-coordinate, meaning that the shape of the surface in the z-direction is described by a surface function K(z). The curvature of the surface perpendicular to the z-direction is thus given by a circle of radius K(z). Examples for surfaces of this kind are rotational hyperboloids, rotational ellipsoids or rotational parabolaloids or generally the lateral surfaces of bodies of rotation. For example, in the case of a rotational parabola, the function for the curvature perpendicular to the z-axis would be a circle with a radius which at different locations along the z-axis would be defined as
K(z)=az2+bz+b0,
wherein the individual parameters a, b or z0 could also take on a value of zero.
However, with totally general validity, the curvature of a surface is a function of z and of the azimuth angle Φ, wherein the azimuth angle can vary between 0 and 2π. If closed surfaces are being described, the azimuth angle Φ takes on values from 0 to 2π. If only a shell segment rather than a closed mirror surface is being described, the azimuth angle Φ takes on intermediate values between 0 and 2π, for example from π/2 to π. Accordingly, a surface in its most general form can be described by a surface function K(z,Φ) which is dependent on z and the azimuth angle Φ, wherein K(z,Φ) describes the orthogonal distance K(z,Φ) of a point on the surface at the location z as referenced along the z-axis and at an azimuth angle Φ.
The loss of light in an illumination system can now be minimized through the design concept that the collector has at least two adjacent surfaces to receive light, whose respective surface functions K(z,Φ) are adapted to the directional light-emission characteristics of one or more light sources and to the surface area which is to be illuminated in a plane.
A z-axis can be assigned, respectively, to each of the at least two adjacent surfaces. Thus, a first z-axis is assigned to the first surface and a second z-axis is assigned to the second surface. The first and the second z-axis can be identical, in which case the two mirror surface share a common z-axis. However, the first and second z-axes can also differ in their spatial arrangement but lie parallel to each other. As a further variant, it is also conceivable that the first and second z-axes enclose an angle together.
If shell segments are used instead of closed mirror surfaces, the shell segments can be spatially shifted in order to provide different illuminations in the plane in which the field raster elements can be located. If different field raster elements have different pupil raster elements assigned to them in a double-facetted illumination system, it is possible to realize different pupil illuminations through different illuminations of field facets.
In some embodiments, the mirror shells have an axis of symmetry. The symmetry axis can also represent the common symmetry axis for all mirror shells.
Optionally, at least one mirror shell can have one symmetry relative to the symmetry axis. It is possible to have n-fold symmetries, with n being a positive integer. For example, n=2 indicates a twofold symmetry. With a twofold symmetry, a rotation by 180° about the symmetry axis produces identity and a rotation by 360° leads back to the initial position. In a section transverse to the symmetry axis, a shell with twofold symmetry has for example the shape of an ellipse. Alternatively, it is also possible to have for example threefold, fourfold, fivefold, sixfold, sevenfold or eightfold symmetries. In the case of fourfold symmetry, a rotation of 90° leads to identity, with a sixfold symmetry, a rotation of 60° leads to identity, and with an eightfold symmetry, a rotation of 45° leads to identity.
As the nested collector systems always have a minimal collection aperture NAmin to receive light from a light source and thus have a central obscuration, an advantageous way to block scattered light is to provide for the arrangement of a light barrier within the mirror shell that is closest to the common axis.
Optionally, collectors are designed in such a way that more than 50% (e.g., more than 60% and, more than 70%, more than 80%, more than 90%, more than 92%, 95%) of the light gathered by the collector is received by raster elements of a facetted optical element which are arranged in the plane to be illuminated.
In a further aspect of the disclosure, the first mirror shell or the first shell segment, which directs the light from the light source to a first illumination in the plane that is to be illuminated, and the second mirror shell or the second shell segment, which directs the light to a second illumination in the plane, are configured in such a way that the first and the second illumination are spaced apart from each other by a distance which can be larger than 1 mm.
The spacing that results from the arrangement of the mirrors or mirror segments is chosen in particular in such a way that in case of a thermal deformation of the mirror or of the mirror segments, the different illuminated areas will not overlap each other. Furthermore, there is assurance that such an overlap will not occur either for example with a change in the directional light-emission characteristic of the light source.
Optionally, the distance is more than 5 mm, as the thermal deformations resulting from the heating-up of the collector shells or collector shell segments by the light source by about 120° K will, according to experience, lead to a shift or a broadening by about 5 mm of the illumination in the field plane, i.e. the plane in which the first facetted optical element of an illumination system is arranged. The deformations of the collector have no influence on the external shape of the illuminated surface in the plane 114 or on the energy distribution within the illuminated field.
According to a further aspect of the disclosure, an illumination system is put forth in which a large number of raster elements are arranged in a plane of the illumination system within a first area. The illumination system further includes a collector which receives the light of the light source and illuminates a second area in the plane in which the large number of raster elements are arranged. The collector is designed in such a way that to a large extent the second area completely overlaps the first area.
In some embodiments, the first area covers a surface amount B and the second area covers a surface amount A. Optionally, the size of the second area illuminated by the collector is larger than the size of the area in which the first raster elements are arranged, and can be in conformance with the following relationship:
B≦A≦1.2·B, such as
1.05·B≦A≦1.1·B
Due to the fact that the first area with a first surface amount B in which the raster elements are arranged is to a large extent more than covered with illumination, the geometric loss of light is minimized.
In certain embodiments, the collector is designed in such a way that the coverage with light in the plane is an illumination without rotational symmetry, for example an essentially rectangular illumination or in particular a practically square-shaped illumination. This way, the geometric loss of light which amounts to more than 40% in systems of the kind disclosed in US 2003/0043455 A1 can be reduced to a geometric loss of light that is smaller than 30% (e.g., smaller than 20%, and smaller than 10%) as the shape of the illumination is adapted to the shape of the field raster elements.
If the plane in which the facetted optical element with field raster elements is arranged receives an illumination which deviates from rotational symmetry, this has the consequence that the images of the light source which are formed by the field raster elements are astigmatic images, meaning that the images of the light source are distorted and thus not point-shaped. This leads to losses of light. In some embodiments, it is therefore envisioned that the individual field raster elements have an asphericity, for example that they are aspherical mirrors. By taking this measure, the astigmatism of the light source images can be corrected. Optionally, with a large number of field raster elements on the first facetted optical element, the asphericity of each individual field raster element is adapted in such a way that the light source image formed by the field raster element is projected into a pupil plane largely free of distortion. The qualification “largely free of distortion” means that for example the wash-out or the distortion of the light source image with a diameter of e.g. 5 mm in the pupil plane is at most 100 μm, i.e. no more than 2% of the diameter of the light source image, for example in the pupil plane into which the light source image is being projected.
In some embodiments, the first facetted optical element with field raster elements therefore has at least two field raster elements with different asphericities.
In certain embodiments, the shells of the collector are in the form of closed surfaces, for example shells which are arranged inside each other about an axis (HA). An arrangement of this kind is generally called a nested arrangement.
The closed surfaces produce in the plane an essentially rectangular illumination, if the individual collector shells have for example an astigmatic deformation.
In some embodiments which generate an essentially rectangular, optionally square-shaped, illumination in the plane, a part that is not rotationally symmetric is superimposed on the rotationally symmetric part that represents the collector shell, whereby an astigmatic deformation of the aforementioned kind is achieved.
If the plane receives a largely rectangular illumination of this kind, the geometric loss of light is less than 30% (e.g., less than 20%, less than 10%).
As an alternative to the collector that is configured with a closed collector shell, the collector can also consist of individual shell segments.
These shells are arranged in the light path from the light source to the plane to be illuminated essentially in such a way that they take in as much light as possible from the light source and generate a largely rectangular illumination in the plane to be illuminated. Optionally, the illuminations which are produced by the individual shell segments are spaced apart from each other, specifically in such a way that the distance between the illuminations prevents the contributions from individual shell segments to overlap in case of a thermal deformation or a change in the directional emission characteristic of the light source. This distance can be more than 1 mm (e.g., more than 5 mm).
If a collector with shell segments as just described is used in an illumination system which, besides a first facetted optical element with a large number of field raster elements, includes a further facetted optical element with a large number of pupil raster elements, wherein a first multitude of field raster elements is assigned to a first multitude of pupil raster according to a first allocation and a second multitude of field raster elements is assigned to a second multitude of pupil raster according to a second allocation, it is possible to change the allocation between field- and pupil facet elements by setting the shell segments into different positions, whereby a different illumination of the exit pupil can be achieved in the exit pupil of the illumination system.
This, in turn, leads to the result that an arrangement of this kind allows different settings to be selected, as shown for example in U.S. Pat. No. 6,658,084 B2.
With a design of this kind, the illumination setting can be changed without any appreciable loss of light.
As an alternative to setting different illuminations in the exit pupil by bringing shell segments into different positions, it is possible to perform the setting by way of an optical selecting element. If an optical selecting element is used, the collector can be configured as a collector with closed mirror shells. The optical selecting element is optionally arranged in the light path upstream of the first facetted optical element. Different areas of the first facetted element are illuminated, depending on what position the optical element is set to. As the field raster elements on the first facetted optical element are assigned to different pupil raster elements, it is possible by selecting different field raster elements via the optical selecting element to make a selection of pupil raster elements and thereby to establish for example the setting in an exit pupil of the illumination system. The optical selecting element can for example be a roof-shaped mirror element which is mounted with the freedom to rotate about an axis. In a first position, the mirror reflects for example only the light bundle received by the collector, so that the roof-shaped mirror element works as a planar mirror. In a second position of the roof-shaped mirror element, the light bundle falling from the collector onto the roof-shaped mirror element is split into two light bundles which illuminate different areas of the first facetted optical element. Since different field raster elements are assigned to different pupil raster elements, it is thereby possible to select the pupil illumination, for example the setting in the exit pupil.
As an alternative to setting a single optical element into different positions, it is also possible to bring different mirror elements into the light path, which will direct the light into different areas of the field facet mirror. In this way, too, it is possible to realize different setting selections.
As an alternative to deforming the mirror shells of the collector or to configuring the collector with mirror segments that are arranged in or close to the plane in which the field raster elements of a first facetted optical element are located and are producing an essentially rectangular illumination, it can be envisioned in some embodiment, that the collector has individual collector shells which, in a plane lying upstream of the plane in which the facetted optical element is arranged, generate an essentially ring-shaped illumination. This essentially ring-shaped illumination can be transformed into an essentially rectangular illumination by inserting an optical element in the light path upstream of the plane in which the ring-shaped illumination is being formed and in which the facetted optical element is arranged.
In some embodiments, an optical element of this kind is for example an aspherical mirror.
As an alternative to this, as described in US2002/0186811 A1, a diffraction grating with optical power can be set up in the light path from the collector to the plane in which the facetted optical element is arranged. Due to the optical power of the grating, the essentially ring-shaped illumination is transformed into an essentially rectangular illumination in the plane in which the facetted optical element with field raster elements is arranged. Furthermore, the filter performs at the same time a spectral filtering function as described e.g. in US2002/0186811 A1, so that only light of the usable wavelength of e.g. 13.5 nm is present in the illumination system which lies in the light path downstream of the grating. The term “light of a usable wavelength” in the present context means light of the wavelength which in a microlithography projection exposure apparatus projects the image of an illuminated object in the object plane, for example a reticle, into the image plane, for example via a projection objective.
An illumination system according to the disclosure can include a light source with a largely isotropic directional light-emission characteristic. In isotropically radiating light sources, i.e. light sources which radiate uniform amounts of energy in all spatial directions, the collector according to the disclosure can achieve the result that equal angular segments received from the light source are projected onto equally large surface areas in a plane, for example in the plane to be illuminated and that these areas are irradiated with a uniform energy density.
As is self-evident for those of ordinary knowledge in the pertinent art, the multitude of individual measures mentioned in the foregoing description can be combined with each other.
The disclosure will hereinafter be described in detail with reference to the drawings, wherein:
a-4d illustrate how the illumination in a plane is affected by the deformation of closed mirror surfaces;
a shows a sectional view along the z-axis in the y/z-plane through a shell of a collector in which the mirror shell has been deformed in order to obtain an essentially square-shaped illumination;
b shows a three-dimensional representation of a system with two surfaces and with two z-axes relative to which the two surfaces are defined;
c shows a three-dimensional representation of a system with three surfaces and with two z-axes relative to which the surfaces are defined, wherein two surfaces adjoin each other with a discontinuity in the z-direction;
a-8c illustrate the configuration of a collector of the existing state of the art, wherein the individual illuminations in the plane essentially adjoin each other;
a-9c illustrate the configuration of a collector where the illuminations in the plane are spaced apart from each other and wherein the field honeycomb cells have a rectangular shape;
d represents a field honeycomb plate in which the field honeycomb cells have an arcuate shape;
a-10b2 represent the configuration of a collector with shell segments serving to produce an essentially rectangular illumination in the plane;
a-11b represent the configuration of a collector serving to illuminate different places in the plane;
a-12b represent different illuminations that are due to a change in the assignment of field facets to pupil facets; and
a-13e represent different illuminations of the facetted optical element with field facets and the resulting different pupil illuminations achieved via an optical selecting element.
By arranging a valve in the vicinity of the intermediate focus Z, the aperture stop 302 can also serve to spatially separate the space 304 which contains the light source as well as the collector 3 and the planar mirror 300 which is configured as a diffraction grating from the illumination system 306 which follows downstream. The two spaces can also be separated by pressure levels. Will two spaces through pressure-based separation become possible. With a spatial or a pressure-based separation, one can prevent contaminations originating from the light source 1 from penetrating into the illumination system downstream of the aperture stop 302.
The light that has been gathered by the collector 3 and deflected into a new direction by way of the planar mirror 300 is directed to a mirror 102 with a large number of first raster elements, so-called field facets or field raster elements. In the present case, the first raster elements are of a planar design. The illumination in the plane 103 in or near the facetted mirror 102 can be essentially circular-shaped as in the state-of-the-art arrangement shown in
As an alternative to a collector with mirror shells that are not rotationally symmetric it is also possible to generate the essentially rectangular illumination with a collector with rotationally symmetric mirror shells in an arrangement where the shaping of the illumination as described in the context of
The illumination system is a double-facetted illumination system as disclosed for example in U.S. Pat. No. 6,198,793 B1, which includes a first optical element 102 with field raster elements and a second optical element 104 with pupil raster elements (not shown in the drawing). The latter is arranged in or near a further plane which is also referred to as pupil plane 105.
The facetted optical element 102 with field raster elements divides the light arriving from the light source into a plurality of light bundles, wherein exactly one pupil raster element of the second optical element is assigned to each field raster element. As shown in US 2002/0136351 A1, this assignment correlation determines the illumination in the exit pupil of the illumination system. The exit pupil of the illumination system is normally defined by the point where the principal ray (CR) through the central field point in the field to be illuminated in the object plane 114 intersects the optical axis HA of the projection objective. This exit pupil is identified in the present example by the reference numeral 140. The optical elements 106, 108, 110 essentially serve the purpose of forming the field in the object plane 114. The field in the object plane 114 is normally a segment of a circular arc. Arranged in the object plane 114 is a reticle (not shown) which is illuminated via the illumination device 306 and whose image is projected via the projection objective 128 into an image plane 124. If the system is a scanning system, the reticle arranged in the object plane 114 is movable in the direction 116. The exit pupil of the illumination system coincides with the entry pupil of the projection objective 128.
In some embodiments (not shown), the field raster elements or the field facets can have the shape of the field that is to be illuminated in the object plane and can thereby determine the shape of the field in the object plane. An illumination system of this kind has been disclosed for example in U.S. Pat. No. 6,195,201. If the field in the object plane has for example the shape of a circular arc, the facets will likewise by arc-shaped.
As shown in
As the illumination in the plane in which the field raster elements are arranged is not rotationally symmetric but for example rectangular, the light source images projected into a pupil plane, for example into the exit pupil, are not shaped in conformance to the object, but are distorted. This can be compensated through aspherical field raster elements (not shown). Different field raster elements of the first optical element in this case optionally have different asphericities, depending on the asphericity desired in order to compensate the distortion in the image of the light source that is caused by the illumination.
The projection objective 128 in the illustrated embodiment has six mirrors 128.1, 128.2, 128.3, 128.4, 128.5 and 128.6 and its configuration is the same as shown for example in U.S. Pat. No. 6,600,552.
The projection objective 128 projects an image of the reticle (not shown in the drawing) which is located in the object plane 114 into the image plane 124.
As can be clearly seen, with the mirror shells being in essence rotationally symmetric, the illumination in the plane 103 in
As can be concluded from
To reduce the geometric loss of light, it is envisioned according to the disclosure to adapt the illumination in the plane 103 of
With an illumination in the plane 103 which is essentially rectangular, in particular nearly square-shaped, as shown in
An essentially rectangular illumination in the plane 103 can be achieved in many different ways. In a first configuration as shown in
With a specifically targeted deformation of the individual collector shells, it is possible to achieve this kind of an essentially rectangular illumination. In
c shows the illumination in the plane 103 for a collector with a large number of non-deformed mirror shells 600.1, 600.2, 600.3, 600.4, 600.5 which are rotationally symmetric relative to a common axis of rotation HA. The common axis of rotation is at the same time the symmetry axis. As shown in
If the individual shells 602.1, 602.2, 602.3, 602.4 and 602.5 are subjected to a deformation as illustrated in
The two portions of the basic, rotationally symmetric body, namely the hyperbolic first portion 800 and the elliptic second portion 802, are described by the following equation:
wherein k stands for the conical constant and ρ stands for the curvature at the apex. These parameters as well as the z-limits z1 and z2 of the surfaces are listed in the following Table 1.
The collector shell represented by the foregoing Table 1 generates a ring-shaped illumination in the far field, as shown in
A square-shaped illumination of the far field is obtained through a specifically targeted deviation of the elliptic portion from rotational symmetry which can be described as a correction in the normal direction of the basic, rotationally symmetric body. In the present context, the term “normal direction” means the direction which is oriented perpendicular to the mirror shell at the location z. A normal vector n according to this definition is illustrated in
Also shown in
wherein the normal vector n is defined for every point of the basic, rotationally symmetric body. Furthermore, Φ stands for the azimuth angle in a plane that extends orthogonal to the z-axis, with the latter being the rotational axis for the bodies of rotation. The quantity f(z,Φ,a), which represents the magnitude of the correction, increases linearly with z in the illustrated embodiment and attains its maximum at the end of the collector. The quantity a in the present context represents a constant.
As an alternative possibility, the not rotationally symmetric portion can be either added to or subtracted from the hyperbolic first mirror segment 800 (not shown in the drawing) or both mirror segments.
As a further alternative, a mirror can be composed of a plurality of parts, wherein the mirror has rotationally symmetric segments and not rotationally symmetric segments as described above. The segments can adjoin each other smoothly or discontinuously. In the former case, for example a single-part mirror is formed, and in the latter case a multi-part mirror.
In some embodiments, a collector 852 with two surfaces 850.1, 850.2 as shown in
Each of the two surfaces 850.1, 850.2 of the collector is defined, respectively, by an axis 854.1, 854.2, and by a surface function which is referenced relative to the respective axis. In the present case, a respective z-axis 854.1, 854.2 is considered as the axis of reference for each of the surfaces. A respective x-y plane 856.1, 856.2 which can be defined in polar coordinates, i.e. a radius r and an azimuth angle Φ, extends orthogonal to the z-axis 854.1, 854.2 of the respective surface. As a totally general statement, the surface function K1, K2 of each surface 850.1, 850.2 is a function of the z-coordinate and the azimuth angle Φ of the respective surface, wherein the azimuth angle Φ can vary between 0 and 2π. If closed surfaces are being described, the azimuth angle Φ takes on values from 0 to 2π. If, as shown here, only a mirror segment is being described, rather than a closed mirror surface, the azimuth angle Φ takes on values between 0 and 2π, for example from π/2 to π. Accordingly, a surface in its most general form can be described by a curvature K(z,Φ) which depends on z and the azimuth angle Φ. The result in the present case is a surface function K1(z,Φ) for the first surface 850.1 and K2(z,Φ) for the second surface 850.2.
Of course, collectors are also conceivable which have more than two surfaces, for example three or four surfaces.
Also, as shown in
Each of the at least two adjoining surfaces in the illustrated embodiment has a respective local z-axis assigned to it. Thus, a first z-axis 860.1 is assigned to the first surface, and a second z-axis 860.2 is assigned to the second surface. In the present example, the first z-axis 860.1 and the second z-axis 860.2 enclose an angle δ together.
As an alternative to the specifically targeted deformation of the collector shells as a way to generate the essentially rectangular, but optionally square-shaped illumination in the plane 103 in which the first facetted optical element is arranged, it is possible, as shown in
In a projection system of the kind shown in
In some embodiments, as shown in
In the embodiment shown in
A further problem with collectors of the kind that are used in the current state of the art can be seen in the fact that the illuminations of the individual mirror shells are essentially directly contiguous to each other. A collector of this kind which is also described in US 2003/0043455 A1 is shown in
As can be clearly seen in the x-z section in
b clearly shows the individual ring segments A5.1, A5.2, A5.3, A5.4, and A5.5. These individual ring segments in essence adjoin each other directly in the plane 1103.
a illustrates only the first and second mirror shells, whereas
c shows for the first, second and third shell the energy SE(x) integrated over the scan path, i.e. in the y-direction, for the first shell with the illumination A5.1, the second shell with the illumination A5.2 and the third shell with the illumination A5.3. The scan-integrated energy for the first shell is identified by the reference symbol SE1, for the second shell by the reference symbol SE2, and for the third shell by the reference symbol SE3. The scan-integrated energy is obtained, as explained above, by integration of the contributions of the individual mirror shells along the y-axis of the ring field that is to be illuminated in the field plane 114. In
As is apparent from
This has the consequence that in case of a thermal deformation of individual mirror shells or if there is a change in the reflectivity of an individual mirror shell, the scan-integrated uniformity will vary very strongly. In order to solve this problem, it is proposed under a further aspect of the disclosure to interpose a non-illuminated area between the area illuminated by the first shell and the area illuminated by the second shell. In other words, the first illumination is spaced apart from the second illumination, so that even with a thermal deformation of the mirror shells, the illuminations will not overlap. This makes it possible to ensure a largely homogeneous scan-integrated uniformity.
As a sectional drawing in an x-z plane,
b shows the illumination for a total of three mirror shells, i.e. a first shell, a second shell and a third shell. The area illuminated by the first shell is identified as A6.1, the area illuminated by the second shell is identified as A6.2, and the area illuminated by the third shell is identified as A6.3. The areas illuminated, respectively, by the first mirror shell A61 and by the second mirror shell A6.2 are separated by a distance AB1, and the areas illuminated, respectively, by the second mirror shell A62 and by the third mirror shell A6.3 are separated by a non-illuminated area AB2. The gaps AB1 and AB2 are dimensioned so that when the mirror shells change their shapes for example due to a thermal deformation, the illuminated areas in the plane 1103 in which the first facetted optical element with field facets is arranged are not overlapping each other. The illumination has a symmetry axis SMA. In the present case, the symmetry axis SMA of the illumination is an axis of fourfold symmetry.
c shows the arrangement of the field facets in the illumination A6.1 produced by the first mirror shell in the plane 1103. The individual field facets are identified with reference numerals 1300. All of the field honeycomb cells 1300 lie within the area of the illumination A6.1 which is enclosed by the solid lines 1320.1 and 1320.2. The field honeycomb cells or field facets 1300 lying in the illumination A6.1 are completely filled by the illumination. In the present case the illumination is largely rectangular, and the shape of the field facets is rectangular. The field facets lie in an area 1310 which is enclosed by the dash-dotted lines 1310.1, 1310.2. This area encloses an area B. The illumination, i.e. the area A6.1 illuminated by the first mirror shell covers a surface area A. As can be concluded from
B≦A≦1.2·B, such as
1.05·B≦A≦1.1·B
The forgoing example has been described in detail for the illumination of an area illuminated by a first mirror shell of a nested collector. Of course, an individual of ordinary skill in the pertinent art can, without any inventive activity of his own, transfer the same concept also to the other mirror shells, and further to the entire area in the plane that is illuminated by all of the mirror shells. For the total area, for example the relationship given above applies to the summation of the contributions of the individual mirror shells. The illumination produced by the second and the third mirror shell is identified by the reference numerals A6.2 and A6.3, respectively.
d shows a first optical element with field raster elements whose shape is adapted to the illuminated field, and it shows the illumination of a field raster element of this kind. As described above, field raster elements or field facets that have the shape of the field that is to be illuminated in the object plane have been disclosed for example in U.S. Pat. No. 6,195,201. The field in the object plane in U.S. Pat. No. 6,195,201 has the shape of a circular arc, so that the individual field facets are likewise of arcuate shape. The individual arcuate field facets are arranged in an area 1360 which is enclosed by the dash-dotted lines 1360.1 and 1360.2. As the arcuate field facets 1350 in this embodiment are arranged in a largely rectangular area, the illumination A6a.1 produced by the collector in the plane in which the field facet elements are arranged is likewise largely rectangular.
In illumination systems or projection exposure apparatus of a reflective design for use in microlithography at wavelengths ≦193 nm, in particular ≦100 nm, and especially in the EUV range of ≦15 nm, the field facets are likewise designed with reflective optics, for example as individual facet mirrors. However, the projection exposure apparatus shown in
As an alternative to an embodiment of the disclosure with closed mirror shells, it is also possible to build a collector with shell segments alone. This is shown in
The first shell- or mirror segment is identified by the reference numerals 1400.1, 1400.2, the second shell- or mirror segment by the reference numerals 1400.3 and 1400.4.
In some embodiments, as illustrated in
If different pupil facets of the second raster element 104 in
a and 12b illustrate the illumination on the second facetted optical element 104 with pupil facets.
If the mirror segment 1500.2 is in the first position, i.e. in the position 1500.2A, as shown in
Instead of setting the shell segments into different positions as shown in
a and 13b show a so-called roof-shaped mirror 10000 which is mounted in a way that allows the mirror to be set into two different positions by rotating it about an axis A. In a first position, which is shown in
The illumination on the optical element which is identified as 102 in
If a roof-shaped mirror 10000 is now turned about the optical axis A into the position shown in
c shows in general terms the assignment of field raster elements to different pupil raster elements. In the illustrated arrangement, the field raster elements in the area 30000 are assigned to the pupil raster elements in the area 30002, and the pupil raster elements in the area 30010 are assigned to the pupil raster elements 30022.
As
If the roof-shaped mirror is brought into the position shown in
The present disclosure is first in presenting a collector for an EUV projection objective which, in comparison to the prior-art collectors disclosed in US 2003/0043455A1, provides an illumination with a lower geometric loss of light. In some embodiments, fluctuations in the scan-integrated energy in the field plane, for example due to deformations of the individual mirror shells, are reduced.
As will be self-evident to any person skilled in the pertinent art, the present disclosure also encompasses embodiments which are obtained through a combination of features or an exchange of features between the embodiments described hereinabove.
The application is a continuation of PCT/EP2006/010004, filed Oct. 17, 2006, which claims the priority and the benefit of U.S. Provisional Application 60/727,892, filed Oct. 18, 2005. The contents of these applications are hereby incorporated in their entirety into the present application.
Number | Date | Country | |
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60727892 | Oct 2005 | US |
Number | Date | Country | |
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Parent | PCT/EP2006/010004 | Oct 2006 | US |
Child | 12053305 | US |