TWI847860B - Metrology method of overlay measurement for semiconductor manufacturing process - Google Patents

Metrology method of overlay measurement for semiconductor manufacturing process Download PDF

Info

Publication number
TWI847860B
TWI847860B TW112133523A TW112133523A TWI847860B TW I847860 B TWI847860 B TW I847860B TW 112133523 A TW112133523 A TW 112133523A TW 112133523 A TW112133523 A TW 112133523A TW I847860 B TWI847860 B TW I847860B
Authority
TW
Taiwan
Prior art keywords
overlay
offsets
stack
pair
coordinate
Prior art date
Application number
TW112133523A
Other languages
Chinese (zh)
Other versions
TW202512330A (en
Inventor
馬士元
黃信哲
Original Assignee
南亞科技股份有限公司
Priority date (The priority date is an assumption and is not a legal conclusion. Google has not performed a legal analysis and makes no representation as to the accuracy of the date listed.)
Filing date
Publication date
Application filed by 南亞科技股份有限公司 filed Critical 南亞科技股份有限公司
Priority to TW112133523A priority Critical patent/TWI847860B/en
Application granted granted Critical
Publication of TWI847860B publication Critical patent/TWI847860B/en
Publication of TW202512330A publication Critical patent/TW202512330A/en

Links

Images

Landscapes

  • Testing Or Measuring Of Semiconductors Or The Like (AREA)
  • Exposure And Positioning Against Photoresist Photosensitive Materials (AREA)
  • Exposure Of Semiconductors, Excluding Electron Or Ion Beam Exposure (AREA)

Abstract

A metrology method of an overlay measurement for a semiconductor manufacturing process includes measuring overlay marks of a wafer to obtain first overlay shifts and second overlay shifts respectively located in a first area and a second area of the wafer, in which the second area surrounds the first area of the wafer, and a center of the wafer and each of the overlay marks has a distance therebetween; when an overlay offset term and any one of the distances has a relation therebetween, extracting N of the first overlay shifts and M of the second overlay shifts based on the relation; and computing the overlay offset term by using the N of the first overlay shifts and the M of the second overlay shifts, such that the overlay offset term contains the influence of the distance on it.

Description

用於半導體製程的疊對量測的計量方法Metrology Method for Overlay Measurement in Semiconductor Processes

本揭露是有關一種用於半導體製程的疊對量測的計量方法。The present disclosure relates to a metrology method for overlay measurement in semiconductor manufacturing processes.

一般而言,積體電路晶片的內部電路包括各種半導體元件,如二極體、電晶體、電容器和其他元件,半導體元件透過層間的疊對(overlay)相互連接以製作不同的晶片。據此,在晶片的製程中,堆疊層之間的疊對偏移(overlay shift)會影響晶圓的良率,因此對晶圓實施的疊對量測(overlay measurement)十分重要。Generally speaking, the internal circuit of an integrated circuit chip includes various semiconductor components, such as diodes, transistors, capacitors and other components. The semiconductor components are interconnected through the overlay between layers to make different chips. Therefore, in the chip manufacturing process, the overlay shift between the stacking layers will affect the wafer yield, so the overlay measurement performed on the wafer is very important.

目前通常使用光或者電子束作為量測訊號對晶圓上的疊對標記(overlay mark)於曝光前進行疊對量測。根據在晶圓上偵測到的疊對偏移,可經由計算得到用於校正機台的疊對補償值(offset value),使當層的圖案在後續的製程中可較精確地與前層的圖案進行對準。傳統上疊對補償值的計算未考量疊對標記在晶圓上的位置,因此於補償後仍會有無法精確對準的情況。Currently, light or electron beams are usually used as measurement signals to perform overlay measurement on the overlay mark on the wafer before exposure. Based on the overlay offset detected on the wafer, the overlay compensation value (offset value) used to calibrate the machine can be calculated so that the pattern of the current layer can be more accurately aligned with the pattern of the previous layer in the subsequent process. Traditionally, the calculation of the overlay compensation value does not take into account the position of the overlay mark on the wafer, so there may still be inaccurate alignment after compensation.

本揭露之一技術態樣為一種用於半導體製程的疊對量測的計量方法。One aspect of the present disclosure is a metrology method for overlay measurement in semiconductor manufacturing processes.

根據本揭露之一些實施方式,一種用於半導體製程的疊對量測的計量方法包括量測晶圓的複數個疊對標記,以取得分別位於晶圓的第一區與第二區中的複數個第一疊對偏移與複數個第二疊對偏移,其中晶圓的第二區圍繞第一區,且疊對標記每一者與晶圓的中心點之間具有距離;當距離的任一者與疊對補值項之間具有關係時,根據關係提取第一疊對偏移的N者與第二疊對偏移的M者,其中N與M為正整數;以及使用第一疊對偏移的N者與第二疊對偏移的M者計算疊對補值項,使疊對補值項包含距離對其的影響。According to some embodiments of the present disclosure, a metrology method for stack pair measurement of a semiconductor process includes measuring a plurality of stack pair marks of a wafer to obtain a plurality of first stack pair offsets and a plurality of second stack pair offsets respectively located in a first region and a second region of the wafer, wherein the second region of the wafer surrounds the first region and each of the stack pair marks has a distance from a center point of the wafer; when any of the distances has a relationship with a stack pair compensation term, N of the first stack pair offsets and M of the second stack pair offsets are extracted according to the relationship, wherein N and M are positive integers; and the stack pair compensation term is calculated using the N of the first stack pair offsets and the M of the second stack pair offsets so that the stack pair compensation term includes the influence of the distance on it.

在一些實施方式中,上述晶圓的第一區具有第一半徑,第二區遠離第一區的邊緣具有第二半徑,晶圓的中心點位於具有x座標與y座標的xy座標系的原點,疊對標記的每一者位於xy座標系中,關係為在xy座標系中疊對補值項正比於x座標與y座標其中一者的a次方並正比於x座標與y座標另一者的b次方,a與b為正整數且a大於等於b,且N/M的比例等於R1 a+1/(R2 a+1-R1 a+1)的比例,R1為第一半徑,R2為第二半徑。 In some embodiments, the first region of the wafer has a first radius, the second region has a second radius away from the edge of the first region, the center point of the wafer is located at the origin of an xy coordinate system having an x coordinate and a y coordinate, each of the overlapping marks is located in the xy coordinate system, and the relationship is that in the xy coordinate system, the overlapping complement term is proportional to the a power of one of the x coordinate and the y coordinate and proportional to the b power of the other of the x coordinate and the y coordinate, a and b are positive integers and a is greater than or equal to b, and the ratio of N/M is equal to the ratio of R1 a+1 /(R2 a+1 -R1 a+1 ), R1 is the first radius, and R2 is the second radius.

在一些實施方式中,上述用於半導體製程的疊對量測的計量方法更包括當距離的任一者與疊對補值項之間無關係時,提取第一疊對偏移的N者與第二疊對偏移的M者,其中N與M相等。In some implementations, the above-mentioned metrology method for stack pair measurement of semiconductor process further includes extracting N first stack pair offsets and M second stack pair offsets when there is no correlation between any of the distances and the stack pair compensation term, where N and M are equal.

在一些實施方式中,上述疊對補值項包括沿x方向的層間偏移或沿y方向的層間偏移,其中x方向垂直於y方向。In some implementations, the stack complement term includes an inter-layer offset along an x-direction or an inter-layer offset along a y-direction, wherein the x-direction is perpendicular to the y-direction.

在一些實施方式中,上述用於半導體製程的疊對量測的計量方法更包括在量測晶圓的疊對標記時,取得接觸晶圓的邊緣的邊界區中的複數個邊界疊對偏移。In some embodiments, the above-mentioned metrology method for overlay measurement of semiconductor process further includes obtaining a plurality of boundary overlay offsets in a boundary region contacting an edge of the wafer when measuring an overlay mark of the wafer.

在一些實施方式中,上述用於半導體製程的疊對量測的計量方法更包括在根據關係提取第一疊對偏移的N者並提取第二疊對偏移的M者時,不提取邊界疊對偏移。In some implementations, the above-mentioned metrology method for stack pair measurement in semiconductor process further includes not extracting boundary stack pair offsets when extracting N of the first stack pair offsets and extracting M of the second stack pair offsets according to the relationship.

在一些實施方式中,上述用於半導體製程的疊對量測的計量方法更包括在量測晶圓的疊對標記時,取得位於晶圓包圍第二區的第三區中的複數個第三疊對偏移。In some embodiments, the above-mentioned metrology method for overlay measurement in semiconductor process further includes obtaining a plurality of third overlay offsets located in a third area of the wafer surrounding the second area when measuring the overlay mark of the wafer.

在一些實施方式中,上述用於半導體製程的疊對量測的計量方法更包括在根據關係提取第一疊對偏移的N者與第二疊對偏移的M者時,同時根據關係提取第三疊對偏移。In some implementations, the above-mentioned metrology method for stack pair measurement of semiconductor process further includes extracting the third stack pair offset according to the relationship while extracting the N first stack pair offsets and the M second stack pair offsets according to the relationship.

在一些實施方式中,上述使用第一疊對偏移的N者與第二疊對偏移的M者計算疊對補值項是根據疊對補值項使用第一疊對偏移的N者的X偏移量、Y偏移量或其組合與第二疊對偏移的M者的X偏移量、Y偏移量或其組合計算疊對補值項。In some implementations, the calculating of the stack pair complement using the N first stack pair offsets and the M second stack pair offsets is to calculate the stack pair complement using an X offset, a Y offset, or a combination thereof of the N first stack pair offsets and an X offset, a Y offset, or a combination thereof of the M second stack pair offsets according to the stack pair complement.

在一些實施方式中,上述第一疊對偏移的N者與第二疊對偏移的M者沿相同方向。In some implementations, the N first stacking pairs of offsets and the M second stacking pairs of offsets are in the same direction.

在本揭露上述實施方式中,由於疊對量測的計量方法包括根據關係提取第一疊對偏移的N者與第二疊對偏移的M者,並使用第一疊對偏移的N者與第二疊對偏移的M者計算疊對補值項,且第一疊對偏移與第二疊對偏移分別位於晶圓的第一區與第二區中,因此疊對補值項包含距離對其的影響,使具有疊對補值項的疊對補償值(offset value)因考量疊對標記(overlay mark)在晶圓上的位置而提升精度。疊對補償值可用於機台校正並可據此改善於晶圓進行重工(rework)時的機台校正流程,使其更符合元件對準需求。In the above-mentioned embodiment of the present disclosure, since the metrology method of overlay measurement includes extracting N of the first overlay offsets and M of the second overlay offsets according to the relationship, and using the N of the first overlay offsets and the M of the second overlay offsets to calculate the overlay compensation term, and the first overlay offset and the second overlay offset are respectively located in the first area and the second area of the wafer, the overlay compensation term includes the influence of the distance on it, so that the overlay compensation value (offset value) with the overlay compensation term is improved in accuracy by considering the position of the overlay mark on the wafer. The overlay compensation value can be used for machine calibration and can be used to improve the machine calibration process when the wafer is reworked, so that it better meets the device alignment requirements.

以下揭示之實施方式內容提供了用於實施所提供的標的之不同特徵的許多不同實施方式,或實例。下文描述了元件和佈置之特定實例以簡化本案。當然,該等實例僅為實例且並不意欲作為限制。此外,本案可在各個實例中重複元件符號及/或字母。此重複係用於簡便和清晰的目的,且其本身不指定所論述的各個實施方式及/或配置之間的關係。The embodiments disclosed below provide many different embodiments, or examples, for implementing the different features of the subject matter provided. Specific examples of components and arrangements are described below to simplify the present invention. Of course, these examples are only examples and are not intended to be limiting. In addition, the present invention may repeat component symbols and/or letters in each example. This repetition is for the purpose of simplicity and clarity, and does not itself specify the relationship between the various embodiments and/or configurations discussed.

諸如「在……下方」、「在……之下」、「下部」、「在……之上」、「上部」等等空間相對術語可在本文中為了便於描述之目的而使用,以描述如附圖中所示之一個元件或特徵與另一元件或特徵之關係。空間相對術語意欲涵蓋除了附圖中所示的定向之外的在使用或操作中的裝置的不同定向。裝置可經其他方式定向(旋轉90度或以其他定向)並且本文所使用的空間相對描述詞可同樣相應地解釋。Spatially relative terms such as "below," "beneath," "lower," "above," "upper," and the like may be used herein for descriptive purposes to describe the relationship of one element or feature to another element or feature as illustrated in the accompanying figures. Spatially relative terms are intended to encompass different orientations of the device in use or operation in addition to the orientation depicted in the accompanying figures. The device may be otherwise oriented (rotated 90 degrees or at other orientations) and the spatially relative descriptors used herein interpreted accordingly.

第1圖繪示根據本揭露一實施方式之用於半導體製程的疊對量測的計量方法的流程圖。第2圖繪示根據本揭露一實施方式之用於半導體製程的疊對量測的計量方法的示意圖。同時參閱第1圖與第2圖,用於半導體製程的疊對量測的計量方法包括以下流程。在步驟S1時,量測晶圓100的複數個疊對標記(overlay mark)101,以取得分別位於晶圓100的第一區102與第二區103中的複數個第一疊對偏移(overlay shift)O1與複數個第二疊對偏移O2,其中晶圓100的第二區103圍繞第一區102,且疊對標記101每一者與晶圓100的中心點104之間具有距離D。接著,在步驟S2時,當距離D的任一者與疊對補值項T之間具有關係時,根據關係提取第一疊對偏移O1的N者與第二疊對偏移O2的M者,其中N與M為正整數。之後,在步驟S3時,使用第一疊對偏移O1的N者與第二疊對偏移O2的M者計算疊對補值項T,使疊對補值項T包含距離D對其的影響。在一些實施方式中,疊對標記101可位於晶圓100的切割道105上,也可位於晶圓100的晶粒區106中。疊對標記101可包括圖案彼此不同的盒中盒(box-in-box;BIB)標記、先進成像計量(advance imaging metrology;AIM)標記與晶粒中先進成像計量(advance imaging metrology in-die;AIMid)標記以及其他用於臨界尺寸掃描式電子顯微鏡(CD-SEM)的晶粒內 (in-die)標記,但本揭露並不以此為限。FIG. 1 is a flow chart of a metrology method for stacked measurement of semiconductor process according to an embodiment of the present disclosure. FIG. 2 is a schematic diagram of a metrology method for stacked measurement of semiconductor process according to an embodiment of the present disclosure. Referring to FIG. 1 and FIG. 2 simultaneously, the metrology method for stacked measurement of semiconductor process includes the following process. In step S1, a plurality of overlay marks 101 of a wafer 100 are measured to obtain a plurality of first overlay shifts O1 and a plurality of second overlay shifts O2 respectively located in a first region 102 and a second region 103 of the wafer 100, wherein the second region 103 of the wafer 100 surrounds the first region 102, and each of the overlay marks 101 has a distance D from a center point 104 of the wafer 100. Next, in step S2, when any of the distances D has a relationship with an overlay complement term T, N of the first overlay shifts O1 and M of the second overlay shifts O2 are extracted according to the relationship, wherein N and M are positive integers. Then, in step S3, the stack pair offset O1 of N and the second stack pair offset O2 of M are used to calculate the stack pair compensation term T, so that the stack pair compensation term T includes the influence of the distance D. In some embodiments, the stack pair mark 101 can be located on the dicing street 105 of the wafer 100, or in the die area 106 of the wafer 100. The overlay mark 101 may include a box-in-box (BIB) mark, an advanced imaging metrology (AIM) mark, an advanced imaging metrology in-die (AIMid) mark, and other in-die marks for critical dimension scanning electron microscopy (CD-SEM) having different patterns, but the present disclosure is not limited thereto.

具體而言,由於疊對量測的計量方法包括根據關係提取第一疊對偏移O1的N者與第二疊對偏移O2的M者,並用以計算疊對補值項T,且第一疊對偏移O1與第二疊對偏移O2分別位於晶圓100的第一區102與第二區103中,因此疊對補值項T包含距離D對其的影響,使具有疊對補值項T且可用於機台校正的疊對補償值(offset value)因考量疊對標記101在晶圓100上的位置而提升精度,並據此可改善於晶圓100進行重工(rework)時使用疊對補償值的機台校正流程,使其更符合元件對準需求。Specifically, since the measurement method of the overlay measurement includes extracting N of the first overlay offset O1 and M of the second overlay offset O2 according to the relationship, and using them to calculate the overlay compensation item T, and the first overlay offset O1 and the second overlay offset O2 are respectively located in the first area 102 and the second area 103 of the wafer 100, the overlay compensation item T includes the influence of the distance D thereon, so that the overlay compensation value (offset value) having the overlay compensation item T and which can be used for machine calibration is improved in accuracy by considering the position of the overlay mark 101 on the wafer 100, and accordingly, the machine calibration process using the overlay compensation value when the wafer 100 is reworked can be improved to make it more in line with the component alignment requirements.

在一些實施方式中,晶圓100的第一區102可具有第一半徑R1,第二區103遠離第一區102的邊緣可具有第二半徑R2。晶圓100的中心點104可位於具有x座標與y座標的xy座標系的原點,疊對標記101的每一者可位於xy座標系中,因此距離D可使用x座標與y座標表示: 。在xy座標系中,若距離D任一者與疊對補值項T之間的關係(也就是x座標及y座標與疊對補值項T之間的關係)為疊對補值項T正比於x座標與y座標其中一者的a次方並正比於x座標與y座標另一者的b次方,且a大於等於b,則N/M的比例等於R1 a+1/(R2 a+1-R1 a+1)的比例,其中a與b為正整數。 In some embodiments, the first region 102 of the wafer 100 may have a first radius R1, and the second region 103 away from the edge of the first region 102 may have a second radius R2. The center point 104 of the wafer 100 may be located at the origin of an xy coordinate system having an x coordinate and a y coordinate, and each of the overlay marks 101 may be located in the xy coordinate system, so the distance D may be expressed using the x coordinate and the y coordinate: In the xy coordinate system, if the relationship between any of the distances D and the stack complement term T (that is, the relationship between the x-coordinate and the y-coordinate and the stack complement term T) is that the stack complement term T is proportional to one of the x-coordinate and the y-coordinate to the power of a and to the other of the x-coordinate and the y-coordinate to the power of b, and a is greater than or equal to b, then the ratio N/M is equal to the ratio R1 a+1 /(R2 a+1 -R1 a+1 ), where a and b are positive integers.

在本實施方式中,第一半徑R1/第二半徑R2的比例可為1/2,舉例而言,若疊對補值項T為正比於x座標的平方的Tx20(即Tx20 x 2, a=2,b=0),則N/M的比例為 。也就是說,在步驟S2時,使用x座標與y座標表示的距離D與身為Tx20的疊對補值項T之間具有關係,可根據前述N/M的比例(也就是1/7)提取第一疊對偏移O1的N者與第二疊對偏移O2的M者。如此一來,使用第一疊對偏移O1的N者與第二疊對偏移O2的M者計算身為Tx20的疊對補值項T時,可使疊對補值項T包含距離D對其的影響。 In this embodiment, the ratio of the first radius R1/the second radius R2 may be 1/2. For example, if the stack complement term T is proportional to the square of the x-coordinate Tx20 (ie, Tx20 x 2 , a=2, b=0), then the ratio of N/M is That is, in step S2, the distance D represented by the x-coordinate and the y-coordinate is related to the stack pair complement item T which is Tx20, and the N of the first stack pair offset O1 and the M of the second stack pair offset O2 can be extracted according to the aforementioned ratio of N/M (that is, 1/7). In this way, when the stack pair complement item T which is Tx20 is calculated using the N of the first stack pair offset O1 and the M of the second stack pair offset O2, the stack pair complement item T can include the influence of the distance D on it.

除此之外,用於半導體製程的疊對量測的計量方法可更包括當距離D的任一者與疊對補值項T之間無關係時,提取第一疊對偏移O1的N者與第二疊對偏移O2的M者,其中N與M相等。In addition, the metrology method for stack pair measurement of semiconductor process may further include extracting N of the first stack pair offset O1 and M of the second stack pair offset O2 when any of the distances D is unrelated to the stack pair compensation term T, wherein N and M are equal.

在一些實施方式中,量測晶圓100的疊對標記101時,可取得接觸晶圓100的邊緣的邊界區107中的複數個邊界疊對偏移OB。接著,在根據距離D的任一者與疊對補值項T之間的關係提取第一疊對偏移O1的N者並提取第二疊對偏移O2的M者時,不提取邊界疊對偏移OB。一般而言,靠近晶圓100的邊緣的區域中的疊對標記101、佈線與其他元件受各段製程限制的影響可能具有較多的缺陷也可能較不平整,因此不提取邊界疊對偏移OB可避免晶圓100的邊界區107中的缺陷與平整度影響後續疊對補值項T的計算,進而改善具有疊對補值項T的精度。In some embodiments, when measuring the stack mark 101 of the wafer 100, a plurality of boundary stack offsets OB in the boundary region 107 contacting the edge of the wafer 100 may be obtained. Then, when N first stack offsets O1 are extracted and M second stack offsets O2 are extracted according to the relationship between any one of the distances D and the stack complement term T, the boundary stack offset OB is not extracted. Generally speaking, the overlap marks 101, wirings and other components in the area close to the edge of the wafer 100 may have more defects and may be less flat due to the limitations of each process stage. Therefore, not extracting the boundary overlap offset OB can avoid the defects and flatness in the boundary area 107 of the wafer 100 affecting the calculation of the subsequent overlap compensation term T, thereby improving the accuracy of the overlap compensation term T.

除此之外,用於半導體製程的疊對量測的計量方法可更包括在量測晶圓100的疊對標記101時,取得位於晶圓100包圍第二區103的第三區108中的複數個第三疊對偏移O3。在本實施方式中,晶圓100的第三區108可位於第二區103與邊界區107之間,舉例而言,晶圓100的第一區102的第一半徑R1可為45mm,第二區103的第二半徑R2可為90mm,第三區108的第三半徑R3可為135mm,邊界區107的第四半徑R4可為150mm,第四半徑R4也可作為晶圓100的半徑,但並不以此限制本揭露。In addition, the metrology method for overlay measurement in semiconductor manufacturing process may further include obtaining a plurality of third overlay offsets O3 located in a third region 108 of the wafer 100 surrounding the second region 103 when measuring the overlay mark 101 of the wafer 100. In the present embodiment, the third region 108 of the wafer 100 may be located between the second region 103 and the boundary region 107. For example, the first radius R1 of the first region 102 of the wafer 100 may be 45 mm, the second radius R2 of the second region 103 may be 90 mm, the third radius R3 of the third region 108 may be 135 mm, and the fourth radius R4 of the boundary region 107 may be 150 mm. The fourth radius R4 may also be the radius of the wafer 100, but the present disclosure is not limited thereto.

接著,在一些實施方式中,在根據距離D的任一者與疊對補值項T之間的關係提取第一疊對偏移O1的N者與第二疊對偏移O2的M者時,可同時根據前述關係提取第三疊對偏移O3的P者。在本實施方式中,第一半徑R1/第二半徑R2的比例可為1/2,且第二半徑R2/第三半徑R3的比例可為2/3。舉例而言,若疊對補值項T為正比於x座標的平方的Tx20(即Tx20 x 2,a=2,b=0),則N/M的比例為 ,且(N+M)/P的比例為 。也就是說,在步驟S2時,使用x座標與y座標表示的距離D與身為Tx20的疊對補值項T之間具有關係,可根據N/M的比例及(N+M)/P的比例提取第一疊對偏移O1的N者、第二疊對偏移O2的M者與第三疊對偏移O3的P者。 Then, in some embodiments, when extracting the N of the first stack pair offset O1 and the M of the second stack pair offset O2 according to the relationship between any one of the distances D and the stack pair complement term T, the P of the third stack pair offset O3 can be extracted according to the aforementioned relationship. In this embodiment, the ratio of the first radius R1/the second radius R2 can be 1/2, and the ratio of the second radius R2/the third radius R3 can be 2/3. For example, if the stack pair complement term T is proportional to the square of the x coordinate Tx20 (i.e., Tx20 x 2 , a=2, b=0), then the ratio of N/M is , and the ratio of (N+M)/P is That is, in step S2, the distance D represented by the x-coordinate and the y-coordinate is related to the stack pair complement term T which is Tx20, and the N of the first stack pair offset O1, the M of the second stack pair offset O2, and the P of the third stack pair offset O3 can be extracted according to the ratio of N/M and the ratio of (N+M)/P.

除此之外,參閱第2圖,第一疊對偏移O1、第二疊對偏移O2、第三疊對偏移O3與邊界疊對偏移OB的每一者可具有X偏移量(也就是O1x、O2x、O3x與OBx)與Y偏移量(也就是O1y、O2y、O3y與OBy)。位於xy座標系中疊對標記101一者的位置時,X偏移量與Y偏移量分別代表當層的圖案與前層的圖案沿x座標軸與y座標軸的偏移量。In addition, referring to FIG. 2 , each of the first stack pair offset O1, the second stack pair offset O2, the third stack pair offset O3 and the boundary stack pair offset OB may have an X offset (i.e., O1x, O2x, O3x and OBx) and a Y offset (i.e., O1y, O2y, O3y and OBy). When located at the position of one of the stack pair markers 101 in the xy coordinate system, the X offset and the Y offset represent the offset of the pattern of the current layer and the pattern of the previous layer along the x-axis and the y-axis, respectively.

應瞭解到,已敘述過的元件與方法將不再重複贅述,合先敘明。在以下敘述中,將說明不同疊對補值項T與xy座標軸的關係。It should be understood that the components and methods that have been described will not be repeated, and are described first. In the following description, the relationship between different stack complement terms T and the xy coordinate axis will be explained.

第3A圖至第3G圖繪示第1圖之一些疊對補值項T與xy座標軸的關係圖。參閱第3A圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中,因此距離D可使用x座標與y座標表示: 。疊對補值項T為正比於x座標平方的Tx20(也就是Tx20 x 2)。由於Tx20為僅適用於X偏移量(也就是第2圖的X偏移量O1x、O2x、O3x與OBx)的疊對補值項T,據此假設位於疊對標記101a每一者的X偏移量為朝向-x座標軸的固定值,以繪示身為Tx20的疊對補值項T與xy座標軸的關係。 FIG. 3A to FIG. 3G show the relationship between some of the overlay complement terms T and the xy coordinate axis of FIG. 1. Referring to FIG. 3A, the center point 104 of the wafer 100 is located at the origin of the xy coordinate system having an x coordinate and a y coordinate, and each of the overlay marks 101a is located in the xy coordinate system, so the distance D can be expressed using the x coordinate and the y coordinate: The stack complement term T is proportional to the square of the x-coordinate Tx20 (that is, Tx20 x 2 ). Since Tx20 is a stack complement term T applicable only to the X offset (i.e., the X offsets O1x, O2x, O3x, and OBx in FIG. 2 ), it is assumed that the X offset at each stack marker 101a is a fixed value toward the -x coordinate axis to illustrate the relationship between the stack complement term T as Tx20 and the xy coordinate axis.

參閱第3B圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中。第3B圖與第3A圖不同的地方在於,疊對補值項T為正比於x座標乘y座標的Tx11(也就是Tx11 xy)。由於Tx11為僅適用於X偏移量(也就是第2圖的X偏移量O1x、O2x、O3x與OBx)的疊對補值項T,據此假設位於疊對標記101a每一者的X偏移量為朝向-x座標軸的固定值,以繪示身為Tx11的疊對補值項T與xy座標軸的關係。 Referring to FIG. 3B , the center point 104 of the wafer 100 is located at the origin of an xy coordinate system having an x coordinate and a y coordinate, and each of the overlay marks 101a is located in the xy coordinate system. FIG. 3B differs from FIG. 3A in that the overlay complement term T is proportional to the x coordinate multiplied by the y coordinate Tx11 (i.e., Tx11 Since Tx11 is a stack complement term T applicable only to the X offset (i.e., the X offsets O1x, O2x, O3x, and OBx in FIG. 2 ), it is assumed that the X offset at each stack complement mark 101a is a fixed value toward the -x coordinate axis to illustrate the relationship between the stack complement term T as Tx11 and the xy coordinate axis.

參閱第3C圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中。第3C圖與第3A圖不同的地方在於,疊對補值項T為正比於y座標平方的Tx02(也就是Tx02 y 2)。由於Tx02為僅適用於X偏移量(也就是第2圖的X偏移量O1x、O2x、O3x與OBx)的疊對補值項T,據此假設位於疊對標記101a每一者的X偏移量為朝向-x座標軸的固定值,以繪示身為Tx02的疊對補值項T與xy座標軸的關係。 Referring to FIG. 3C , the center point 104 of the wafer 100 is located at the origin of an xy coordinate system having an x coordinate and a y coordinate, and each of the overlay marks 101a is located in the xy coordinate system. FIG. 3C differs from FIG. 3A in that the overlay complement term T is proportional to the square of the y coordinate Tx02 (i.e., Tx02 y 2 ). Since Tx02 is a stack complement term T applicable only to the X offset (i.e., the X offsets O1x, O2x, O3x, and OBx in FIG. 2 ), it is assumed that the X offset at each stack marker 101a is a fixed value toward the -x coordinate axis to illustrate the relationship between the stack complement term T as Tx02 and the xy coordinate axis.

參閱第3D圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中。第3D圖與第3A圖不同的地方在於,疊對補值項T為正比於x座標三次方的Tx30(也就是Tx30 x 3)。由於Tx30為僅適用於X偏移量(也就是第2圖的X偏移量O1x、O2x、O3x與OBx)的疊對補值項T,據此假設位於疊對標記101a每一者的X偏移量為朝向-x座標軸的固定值,以繪示身為Tx30的疊對補值項T與xy座標軸的關係。 Referring to FIG. 3D , the center point 104 of the wafer 100 is located at the origin of an xy coordinate system having an x coordinate and a y coordinate, and each of the overlay marks 101a is located in the xy coordinate system. FIG. 3D differs from FIG. 3A in that the overlay complement term T is proportional to the cube of the x coordinate Tx30 (i.e., Tx30 x 3 ). Since Tx30 is a stack complement term T applicable only to the X offset (i.e., the X offsets O1x, O2x, O3x, and OBx in FIG. 2 ), it is assumed that the X offset at each stack mark 101a is a fixed value toward the -x coordinate axis to illustrate the relationship between the stack complement term T as Tx30 and the xy coordinate axis.

參閱第3E圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中。第3E圖與第3A圖不同的地方在於,疊對補值項T為正比於x座標平方乘y座標的Tx21(也就是Tx21 x 2y)。由於Tx21為僅適用於X偏移量(也就是第2圖的X偏移量O1x、O2x、O3x與OBx)的疊對補值項T,據此假設位於疊對標記101a每一者的X偏移量為朝向-x座標軸的固定值,以繪示身為Tx21的疊對補值項T與xy座標軸的關係。 Referring to FIG. 3E , the center point 104 of the wafer 100 is located at the origin of an xy coordinate system having an x coordinate and a y coordinate, and each of the overlay marks 101a is located in the xy coordinate system. FIG. 3E differs from FIG. 3A in that the overlay complement term T is proportional to the square of the x coordinate multiplied by the y coordinate Tx21 (i.e., Tx21 Since Tx21 is a stack complement term T applicable only to the X offset (i.e., the X offsets O1x, O2x, O3x, and OBx in FIG. 2 ), it is assumed that the X offset at each stack complement mark 101a is a fixed value toward the -x coordinate axis to illustrate the relationship between the stack complement term T as Tx21 and the xy coordinate axis.

參閱第3F圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中。第3F圖與第3A圖不同的地方在於,疊對補值項T為正比於x座標乘y座標平方的Tx12(也就是Tx12 xy 2)。由於Tx12為僅適用於X偏移量(也就是第2圖的X偏移量O1x、O2x、O3x與OBx)的疊對補值項T,據此假設位於疊對標記101a每一者的X偏移量為朝向-x座標軸的固定值,以繪示身為Tx12的疊對補值項T與xy座標軸的關係。 Referring to FIG. 3F , the center point 104 of the wafer 100 is located at the origin of an xy coordinate system having an x coordinate and a y coordinate, and each of the stacked marks 101a is located in the xy coordinate system. FIG. 3F differs from FIG. 3A in that the stacked complement term T is proportional to the x coordinate multiplied by the square of the y coordinate Tx12 (i.e., Tx12 Since Tx12 is a stack complement term T applicable only to the X offset (i.e., the X offsets O1x, O2x, O3x, and OBx in FIG. 2 ), it is assumed that the X offset at each stack mark 101a is a fixed value toward the -x coordinate axis to illustrate the relationship between the stack complement term T as Tx12 and the xy coordinate axis.

參閱第3G圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中。第3G圖與第3A圖不同的地方在於,疊對補值項T為正比於y座標三次方的Tx03(也就是Tx03 y 3)。由於Tx03為僅適用於X偏移量(也就是第2圖的X偏移量O1x、O2x、O3x與OBx)的疊對補值項T,據此假設位於疊對標記101a每一者的X偏移量為朝向-x座標軸的固定值,以繪示身為Tx03的疊對補值項T與xy座標軸的關係。 Referring to FIG. 3G , the center point 104 of the wafer 100 is located at the origin of an xy coordinate system having an x coordinate and a y coordinate, and each of the overlay marks 101a is located in the xy coordinate system. FIG. 3G differs from FIG. 3A in that the overlay complement term T is proportional to the cube of the y coordinate Tx03 (i.e., Tx03 y 3 ). Since Tx03 is a stack complement term T applicable only to the X offset (i.e., the X offsets O1x, O2x, O3x, and OBx in FIG. 2 ), it is assumed that the X offset at each stack marker 101a is a fixed value toward the -x coordinate axis to illustrate the relationship between the stack complement term T as Tx03 and the xy coordinate axis.

第4A圖至第4G圖繪示第1圖之另一些疊對補值項T與xy座標軸的關係圖。參閱第4A圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中,因此距離D可使用x座標與y座標表示: 。疊對補值項T為正比於y座標平方的Ty20(也就是Ty20 y 2)。由於Ty20為僅適用於Y偏移量(也就是第2圖的Y偏移量O1y、O2y、O3y與OBy)的疊對補值項T,據此假設位於疊對標記101a每一者的Y偏移量為朝向-y座標軸的固定值,以繪示身為Ty20的疊對補值項T與xy座標軸的關係。 FIG. 4A to FIG. 4G show the relationship between other overlapping complement items T and xy coordinate axes of FIG. 1. Referring to FIG. 4A, the center point 104 of the wafer 100 is located at the origin of the xy coordinate system having x coordinates and y coordinates. Each of the overlapping marks 101a is located in the xy coordinate system, so the distance D can be expressed using the x coordinate and the y coordinate: The stack complement term T is proportional to the square of the y coordinate Ty20 (that is, Ty20 y 2 ). Since Ty20 is an overlay compensation term T applicable only to the Y offset (i.e., the Y offsets O1y, O2y, O3y, and OBy in FIG. 2 ), it is assumed that the Y offset at each overlay marker 101a is a fixed value toward the -y coordinate axis to illustrate the relationship between the overlay compensation term T as Ty20 and the xy coordinate axis.

參閱第4B圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中。第4B圖與第4A圖不同的地方在於,疊對補值項T為正比於x座標乘y座標的Ty11(也就是Ty11 xy)。由於Ty11為僅適用於Y偏移量(也就是第2圖的X偏移量O1x、O2x、O3x與OBx)的疊對補值項T,據此假設位於疊對標記101a每一者的Y偏移量為朝向-y座標軸的固定值,以繪示身為Ty11的疊對補值項T與xy座標軸的關係。 Referring to FIG. 4B , the center point 104 of the wafer 100 is located at the origin of an xy coordinate system having an x coordinate and a y coordinate, and each of the overlay marks 101a is located in the xy coordinate system. FIG. 4B differs from FIG. 4A in that the overlay complement term T is proportional to the x coordinate multiplied by the y coordinate Ty11 (i.e., Ty11 Since Ty11 is an overlay compensation term T applicable only to the Y offset (i.e., the X offsets O1x, O2x, O3x, and OBx in FIG. 2 ), it is assumed that the Y offset at each overlay marker 101a is a fixed value toward the -y coordinate axis to illustrate the relationship between the overlay compensation term T as Ty11 and the xy coordinate axis.

參閱第4C圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中。第4C圖與第4A圖不同的地方在於,疊對補值項T為正比於x座標平方的Ty02(也就是Ty02 x 2)。由於Ty02為僅適用於Y偏移量(也就是第2圖的Y偏移量O1y、O2y、O3y與OBy)的疊對補值項T,據此假設位於疊對標記101a每一者的Y偏移量為朝向-y座標軸的固定值,以繪示身為Ty02的疊對補值項T與xy座標軸的關係。 Referring to FIG. 4C , the center point 104 of the wafer 100 is located at the origin of an xy coordinate system having an x coordinate and a y coordinate, and each of the overlay marks 101a is located in the xy coordinate system. FIG. 4C differs from FIG. 4A in that the overlay complement term T is proportional to the square of the x coordinate Ty02 (i.e., Ty02 x 2 ). Since Ty02 is an overlay compensation term T applicable only to the Y offset (i.e., the Y offsets O1y, O2y, O3y, and OBy in FIG. 2 ), it is assumed that the Y offset at each overlay marker 101a is a fixed value toward the -y coordinate axis to illustrate the relationship between the overlay compensation term T as Ty02 and the xy coordinate axis.

參閱第4D圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中。第4D圖與第4A圖不同的地方在於,疊對補值項T為正比於y座標三次方的Ty30(也就是Ty30 y 3)。由於Ty30為僅適用於Y偏移量(也就是第2圖的Y偏移量O1y、O2y、O3y與OBy)的疊對補值項T,據此假設位於疊對標記101a每一者的Y偏移量為朝向-y座標軸的固定值,以繪示身為Ty30的疊對補值項T與xy座標軸的關係。 Referring to FIG. 4D , the center point 104 of the wafer 100 is located at the origin of an xy coordinate system having an x coordinate and a y coordinate, and each of the overlay marks 101a is located in the xy coordinate system. FIG. 4D differs from FIG. 4A in that the overlay complement term T is proportional to the cube of the y coordinate Ty30 (i.e., Ty30 y 3 ). Since Ty30 is an overlay complement term T applicable only to the Y offset (i.e., the Y offsets O1y, O2y, O3y, and OBy in FIG. 2 ), it is assumed that the Y offset at each overlay marker 101a is a fixed value toward the -y coordinate axis to illustrate the relationship between the overlay complement term T as Ty30 and the xy coordinate axis.

參閱第4E圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中。第4E圖與第4A圖不同的地方在於,疊對補值項T為正比於x座標乘y座標平方的Ty21(也就是Ty21 xy 2)。由於Ty21為僅適用於Y偏移量(也就是第2圖的Y偏移量O1y、O2y、O3y與OBy)的疊對補值項T,據此假設位於疊對標記101a每一者的Y偏移量為朝向-y座標軸的固定值,以繪示身為Ty21的疊對補值項T與xy座標軸的關係。 Referring to FIG. 4E , the center point 104 of the wafer 100 is located at the origin of an xy coordinate system having an x coordinate and a y coordinate, and each of the stacked marks 101a is located in the xy coordinate system. FIG. 4E differs from FIG. 4A in that the stacked complement term T is proportional to the x coordinate multiplied by the square of the y coordinate Ty21 (i.e., Ty21 Since Ty21 is an overlay compensation term T applicable only to the Y offset (i.e., the Y offsets O1y, O2y, O3y, and OBy in FIG. 2 ), it is assumed that the Y offset at each overlay marker 101a is a fixed value toward the -y coordinate axis to illustrate the relationship between the overlay compensation term T as Ty21 and the xy coordinate axis.

參閱第4F圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中。第4F圖與第4A圖不同的地方在於,疊對補值項T為正比於x座標平方乘y座標的Ty12(也就是Ty12 x 2y)。由於Ty12為僅適用於Y偏移量(也就是第2圖的Y偏移量O1y、O2y、O3y與OBy)的疊對補值項T,據此假設位於疊對標記101a每一者的Y偏移量為朝向-y座標軸的固定值,以繪示身為Ty12的疊對補值項T與xy座標軸的關係。 Referring to FIG. 4F , the center point 104 of the wafer 100 is located at the origin of an xy coordinate system having an x coordinate and a y coordinate, and each of the overlay marks 101a is located in the xy coordinate system. FIG. 4F differs from FIG. 4A in that the overlay complement term T is proportional to the x coordinate squared multiplied by the y coordinate Ty12 (i.e., Ty12 Since Ty12 is an overlay compensation term T applicable only to the Y offset (i.e., the Y offsets O1y, O2y, O3y, and OBy in FIG. 2 ), it is assumed that the Y offset at each overlay marker 101a is a fixed value toward the -y coordinate axis to illustrate the relationship between the overlay compensation term T as Ty12 and the xy coordinate axis.

參閱第4G圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中。第4G圖與第4A圖不同的地方在於,疊對補值項T為正比於x座標三次方的Ty03(也就是Ty03 x 3)。由於Ty03為僅適用於Y偏移量(也就是第2圖的Y偏移量O1y、O2y、O3y與OBy)的疊對補值項T,據此假設位於疊對標記101a每一者的Y偏移量為朝向-y座標軸的固定值,以繪示身為Ty03的疊對補值項T與xy座標軸的關係。 Referring to FIG. 4G , the center point 104 of the wafer 100 is located at the origin of an xy coordinate system having an x coordinate and a y coordinate, and each of the overlay marks 101a is located in the xy coordinate system. FIG. 4G differs from FIG. 4A in that the overlay complement term T is proportional to the cube of the x coordinate Ty03 (i.e., Ty03 x 3 ). Since Ty03 is an overlay compensation term T applicable only to the Y offset (i.e., the Y offsets O1y, O2y, O3y, and OBy in FIG. 2 ), it is assumed that the Y offset at each overlay marker 101a is a fixed value toward the -y coordinate axis to illustrate the relationship between the overlay compensation term T as Ty03 and the xy coordinate axis.

第5A圖與第5B圖繪示第1圖之再一些疊對補值項與xy座標軸的關係圖。參閱第5A圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中,疊對標記101a的每一者位於xy座標系中,因此距離D任一者可使用x座標與y座標表示: 。第5A圖與第3A圖至第3G圖不同的地方在於,疊對補值項T為與距離D的任一者無關係的層間偏移XSHIFT。由於層間偏移XSHIFT為僅適用於X偏移量(也就是第2圖的X偏移量O1x、O2x、O3x與OBx)的疊對補值項T,據此假設位於疊對標記101a每一者的X偏移量為朝向-x座標軸的固定值,以繪示身為層間偏移XSHIFT的疊對補值項T與xy座標軸的關係。 FIG. 5A and FIG. 5B show the relationship between some other overlapping complement items and the xy coordinate axis of FIG. 1. Referring to FIG. 5A, the center point 104 of the wafer 100 is located at the origin of the xy coordinate system having the x coordinate and the y coordinate, and each of the overlapping marks 101a is located in the xy coordinate system, so any distance D can be expressed using the x coordinate and the y coordinate: FIG. 5A is different from FIGS. 3A to 3G in that the stacking complement term T is an interlayer offset XSHIFT that is unrelated to any of the distances D. Since the interlayer offset XSHIFT is a stacking complement term T that is only applicable to the X offset (i.e., the X offsets O1x, O2x, O3x, and OBx in FIG. 2 ), it is assumed that the X offset at each of the stacking markers 101a is a fixed value toward the -x coordinate axis to illustrate the relationship between the stacking complement term T, which is the interlayer offset XSHIFT, and the xy coordinate axis.

參閱第5B圖,晶圓100的中心點104位於具有x座標與y座標的xy座標系的原點,疊對標記101a的每一者位於xy座標系中,因此距離D任一者可使用x座標與y座標表示: 。第5B圖與第4A圖至第4G圖不同的地方在於,疊對補值項T為與距離D的任一者無關係的層間偏移YSHIFT。由於層間偏移YSHIFT為僅適用於Y偏移量(也就是第2圖的Y偏移量O1y、O2y、O3y與OBy)的疊對補值項T,據此假設位於疊對標記101a每一者的Y偏移量為朝向-y座標軸的固定值,以繪示身為層間偏移YSHIFT的疊對補值項T與xy座標軸的關係。 Referring to FIG. 5B , the center point 104 of the wafer 100 is located at the origin of an xy coordinate system having an x coordinate and a y coordinate. Each of the overlapping marks 101a is located in the xy coordinate system, so any distance D can be expressed using the x coordinate and the y coordinate: . FIG. 5B differs from FIGS. 4A to 4G in that the stacking compensation term T is an inter-layer offset YSHIFT that is unrelated to any of the distances D. Since the inter-layer offset YSHIFT is an stacking compensation term T that is only applicable to the Y offset (i.e., the Y offsets O1y, O2y, O3y, and OBy in FIG. 2), it is assumed that the Y offset at each of the stacking marks 101a is a fixed value toward the -y coordinate axis to illustrate the relationship between the stacking compensation term T, which is the inter-layer offset YSHIFT, and the xy coordinate axis.

據此,同時參閱第1圖與第2圖,在一些實施方式中,使用第一疊對偏移O1的N者與第二疊對偏移O2的M者計算疊對補值項T可根據疊對補值項T使用第一疊對偏移O1的N者的X偏移量O1x、Y偏移量O1y或其組合與第二疊對偏移O2的M者的X偏移量O2x、Y偏移量O2y或其組合來計算疊對補值項T。舉例而言,使用第一疊對偏移O1的N者與第二疊對偏移O2的M者計算身為Tx20(參考第3A圖)的疊對補值項T時,可根據身為Tx20的疊對補值項T使用第一疊對偏移O1的N者的X偏移量O1x與第二疊對偏移O2的M者的X偏移量O2x、來計算疊對補值項T。也就是說,在本實施方式中,使用沿相同方向的第一疊對偏移O1的N者與第二疊對偏移O2的M者計算疊對補值項T。Accordingly, referring to FIG. 1 and FIG. 2 simultaneously, in some implementations, the stack pair complement T is calculated using the N first stack pair offsets O1 and the M second stack pair offsets O2. The stack pair complement T can be calculated using the X offset O1x, the Y offset O1y, or a combination thereof of the N first stack pair offsets O1 and the X offset O2x, the Y offset O2y, or a combination thereof of the M second stack pair offsets O2 according to the stack pair complement T. For example, when a stack pair complement T as Tx20 (see FIG. 3A ) is calculated using the N first stack pair offsets O1 and the M second stack pair offsets O2, the stack pair complement T can be calculated using the X offset O1x of the N first stack pair offsets O1 and the X offset O2x of the M second stack pair offsets O2 according to the stack pair complement T as Tx20. That is, in the present embodiment, the stack pair complement T is calculated using the N first stack pair offsets O1 and the M second stack pair offsets O2 along the same direction.

綜上所述,在本實施方式中,晶圓100的第一區102的第一半徑R1/第二區103的第二半徑R2的比例為1/2且第二區103的第二半徑R2/第三區108的第三半徑R3的比例為2/3。根據不同的疊對補值項T,提取第一疊對偏移O1的N者、第二疊對偏移O2的M者與第三疊對偏移O3的P者的X偏移量(也就是X偏移量O1x、O2x、O3x與OBx)、Y偏移量(也就是Y偏移量O1y、O2y、O3y與OBy)或其組合,如下列表1所示。 表1 疊對偏移 疊對補值項 O1x O2x O3x O1y O2y O3y M N P M N P XSHIFT 1 1 1 0 0 0 YSHIFT 0 0 0 1 1 1 Tx20 1 7 19 0 0 0 Ty20 0 0 0 1 7 19 Tx11 1 3 5 0 0 0 Ty11 0 0 0 1 3 5 Tx02 1 7 19 0 0 0 Ty02 0 0 0 1 7 19 Tx30 1 15 65 0 0 0 Ty30 0 0 0 1 15 65 Tx21 1 7 19 0 0 0 Ty21 0 0 0 1 7 19 Tx12 1 7 19 0 0 0 Ty12 0 0 0 1 7 19 Tx03 1 15 65 0 0 0 Ty03 0 0 0 1 15 65 WAFROTX 1 3 5 1 3 5 WAFERORTHO 1 3 5 1 3 5 WAFMAGX 1 3 5 0 0 0 WAFMAGY 0 0 0 1 3 5 In summary, in the present embodiment, the ratio of the first radius R1 of the first region 102 to the second radius R2 of the second region 103 of the wafer 100 is 1/2, and the ratio of the second radius R2 of the second region 103 to the third radius R3 of the third region 108 is 2/3. According to different stack pair complement terms T, the X offsets (i.e., X offsets O1x, O2x, O3x, and OBx), the Y offsets (i.e., Y offsets O1y, O2y, O3y, and OBy) or their combinations of the N first stack pair offsets O1, the M second stack pair offsets O2, and the P third stack pair offsets O3 are extracted, as shown in Table 1 below. Table 1 Overlap offset overlap complement O1x O2x O3x O1y O2y O3y M N P M N P XSHIFT 1 1 1 0 0 0 YSHIFT 0 0 0 1 1 1 Tx20 1 7 19 0 0 0 Ty20 0 0 0 1 7 19 Tx11 1 3 5 0 0 0 Ty11 0 0 0 1 3 5 Tx02 1 7 19 0 0 0 Ty02 0 0 0 1 7 19 Tx30 1 15 65 0 0 0 Ty30 0 0 0 1 15 65 Tx21 1 7 19 0 0 0 Ty21 0 0 0 1 7 19 Tx12 1 7 19 0 0 0 Ty12 0 0 0 1 7 19 Tx03 1 15 65 0 0 0 Ty03 0 0 0 1 15 65 WAFROTX 1 3 5 1 3 5 WAFERORTHO 1 3 5 1 3 5 WAFMAGX 1 3 5 0 0 0 WAFMAGY 0 0 0 1 3 5

除此之外,同時參閱第1圖與第2圖,在步驟S1時,量測晶圓100的疊對標記101可使用基於光學影像之疊對(image-based overlay ,IBO) 量測法、基於光學繞射之疊對(diffraction-based overlay,DBO)量測法或使用臨界尺寸掃描式電子顯微鏡(CD-SEM)的晶粒內疊對(in-die overlay)量測法,但本揭露並不以此為限。In addition, referring to FIG. 1 and FIG. 2 at the same time, in step S1, the overlay mark 101 of the wafer 100 can be measured using an image-based overlay (IBO) measurement method, an optical diffraction-based overlay (DBO) measurement method, or an in-die overlay measurement method using a critical dimension scanning electron microscope (CD-SEM), but the present disclosure is not limited thereto.

前述概述了幾個實施方式的特徵,使得本領域技術人員可以更好地理解本揭露的態樣。本領域技術人員應當理解,他們可以容易地將本揭露用作設計或修改其他過程和結構的基礎,以實現與本文介紹的實施方式相同的目的和/或實現相同的優點。本領域技術人員還應該認識到,這樣的等效構造不脫離本揭露的精神和範圍,並且在不脫離本揭露的精神和範圍的情況下,它們可以在這裡進行各種改變,替換和變更。The foregoing summarizes the features of several embodiments so that those skilled in the art can better understand the aspects of the present disclosure. Those skilled in the art should understand that they can easily use the present disclosure as a basis for designing or modifying other processes and structures to achieve the same purpose and/or achieve the same advantages as the embodiments described herein. Those skilled in the art should also recognize that such equivalent constructions do not depart from the spirit and scope of the present disclosure, and that they can make various changes, substitutions and modifications here without departing from the spirit and scope of the present disclosure.

100:晶圓 101,101a:疊對標記 102:第一區 103:第二區 104:中心點 105:切割道 106:晶粒區 107:邊界區 108:第三區 D:距離 O1,O2,O3,OB:疊對偏移 O1x,O2x,O3x,OBx:X偏移量 O1y,O2y,O3y,OBy:Y偏移量 R1,R2,R3,R4:半徑 S1,S2,S3:步驟 T:疊對補值項 XSHIFT,YSHIFT:層間偏移 100: wafer 101,101a: stack mark 102: first zone 103: second zone 104: center point 105: cutting path 106: die zone 107: boundary zone 108: third zone D: distance O1,O2,O3,OB: stack offset O1x,O2x,O3x,OBx: X offset O1y,O2y,O3y,OBy: Y offset R1,R2,R3,R4: radius S1,S2,S3: step T: stack complement XSHIFT,YSHIFT: layer offset

當與隨附圖示一起閱讀時,可由後文實施方式最佳地理解本揭露內容的態樣。注意到根據此行業中之標準實務,各種特徵並未按比例繪製。實際上,為論述的清楚性,可任意增加或減少各種特徵的尺寸。 第1圖繪示根據本揭露一實施方式之用於半導體製程的疊對量測的計量方法的流程圖。 第2圖繪示根據本揭露一實施方式之用於半導體製程的疊對量測的計量方法的示意圖。 第3A圖至第3G圖繪示第1圖之一些疊對補值項與xy座標軸的關係圖。 第4A圖至第4G圖繪示第1圖之另一些疊對補值項與xy座標軸的關係圖。 第5A圖與第5B圖繪示第1圖之再一些疊對補值項與xy座標軸的關係圖。 The disclosure is best understood from the following embodiments when read in conjunction with the accompanying illustrations. Note that various features are not drawn to scale in accordance with standard practice in the industry. In fact, the sizes of various features may be arbitrarily increased or decreased for clarity of discussion. FIG. 1 is a flow chart of a metrology method for overlay measurement of semiconductor processes according to an embodiment of the disclosure. FIG. 2 is a schematic diagram of a metrology method for overlay measurement of semiconductor processes according to an embodiment of the disclosure. FIGS. 3A to 3G are diagrams showing the relationship between some of the overlay compensation items of FIG. 1 and the xy coordinate axis. FIGS. 4A to 4G are diagrams showing the relationship between other overlay compensation items of FIG. 1 and the xy coordinate axis. Figures 5A and 5B show the relationship between some of the overlapping complement items in Figure 1 and the xy coordinate axes.

S1:步驟 S1: Steps

S2:步驟 S2: Step

S3:步驟 S3: Step

Claims (10)

一種用於半導體製程的疊對量測的計量方法,包括: 量測一晶圓的複數個疊對標記,以取得分別位於該晶圓的一第一區與一第二區中的複數個第一疊對偏移與複數個第二疊對偏移,其中該晶圓的該第二區圍繞該第一區,且該些疊對標記每一者與該晶圓的一中心點之間具有一距離; 當該些距離的任一者與一疊對補值項之間具有一關係時,根據該關係提取該些第一疊對偏移的N者與該些第二疊對偏移的M者,其中N與M為正整數;以及 使用該些第一疊對偏移的該N者與該些第二疊對偏移的該M者計算該疊對補值項,使該疊對補值項包含該距離對其的影響。 A metrology method for stacking measurement of semiconductor process, comprising: Measuring a plurality of stacking pair marks of a wafer to obtain a plurality of first stacking pair offsets and a plurality of second stacking pair offsets respectively located in a first area and a second area of the wafer, wherein the second area of the wafer surrounds the first area, and each of the stacking pair marks has a distance from a center point of the wafer; When any of the distances has a relationship with a stacking pair complement term, extracting N of the first stacking pair offsets and M of the second stacking pair offsets according to the relationship, wherein N and M are positive integers; and The stack pair compensation term is calculated using the N of the first stack pair offsets and the M of the second stack pair offsets, so that the stack pair compensation term includes the effect of the distance on it. 如請求項1所述之用於半導體製程的疊對量測的計量方法,其中該晶圓的該第一區具有一第一半徑,該第二區遠離該第一區的邊緣具有一第二半徑,該晶圓的該中心點位於具有一x座標與一y座標的一xy座標系的原點,該些疊對標記的每一者位於該xy座標系中,該關係為在該xy座標系中該疊對補值項正比於該x座標與該y座標其中一者的a次方並正比於該x座標與該y座標另一者的b次方,a與b為正整數且a大於等於b,且N/M的比例等於R1 a+1/(R2 a+1-R1 a+1)的比例,R1為該第一半徑,R2為該第二半徑。 A metrology method for overlay measurement of semiconductor process as described in claim 1, wherein the first area of the wafer has a first radius, the second area away from the edge of the first area has a second radius, the center point of the wafer is located at the origin of an xy coordinate system having an x coordinate and a y coordinate, each of the overlay marks is located in the xy coordinate system, the relationship is that in the xy coordinate system the overlay complement term is proportional to the a power of one of the x coordinate and the y coordinate and proportional to the b power of the other of the x coordinate and the y coordinate, a and b are positive integers and a is greater than or equal to b, and the ratio of N/M is equal to the ratio of R1 a+1 /(R2 a+1 -R1 a+1 ), R1 is the first radius, and R2 is the second radius. 如請求項1所述之用於半導體製程的疊對量測的計量方法,更包括: 當該些距離的任一者與該疊對補值項之間無關係時,提取該些第一疊對偏移的N者與該些第二疊對偏移的M者,其中N與M相等。 The metrology method for stack pair measurement of semiconductor process as described in claim 1 further includes: When any of the distances is unrelated to the stack pair compensation term, extracting N of the first stack pair offsets and M of the second stack pair offsets, where N and M are equal. 如請求項3所述之用於半導體製程的疊對量測的計量方法,其中該疊對補值項包括沿一x方向的層間偏移或沿一y方向的層間偏移,其中該x方向垂直於該y方向。A metrology method for overlay measurement of a semiconductor process as described in claim 3, wherein the overlay compensation term includes an inter-layer offset along an x-direction or an inter-layer offset along a y-direction, wherein the x-direction is perpendicular to the y-direction. 如請求項1所述之用於半導體製程的疊對量測的計量方法,更包括: 在量測該晶圓的該些疊對標記時,取得接觸該晶圓的邊緣的一邊界區中的複數個邊界疊對偏移。 The metrology method for overlay measurement of semiconductor process as described in claim 1 further includes: When measuring the overlay marks of the wafer, a plurality of boundary overlay offsets in a boundary area contacting the edge of the wafer are obtained. 如請求項5所述之用於半導體製程的疊對量測的計量方法,更包括: 在根據該關係提取該些第一疊對偏移的該N者並提取該些第二疊對偏移的該M者時,不提取該些邊界疊對偏移。 The metrology method for stack pair measurement of semiconductor process as described in claim 5 further includes: When extracting the N of the first stack pair offsets and extracting the M of the second stack pair offsets according to the relationship, the boundary stack pair offsets are not extracted. 如請求項1所述之用於半導體製程的疊對量測的計量方法,更包括: 在量測該晶圓的該些疊對標記時,取得位於該晶圓包圍該第二區的一第三區中的複數個第三疊對偏移。 The metrology method for overlay measurement in semiconductor process as described in claim 1 further includes: When measuring the overlay marks of the wafer, a plurality of third overlay offsets located in a third area of the wafer surrounding the second area are obtained. 如請求項7所述之用於半導體製程的疊對量測的計量方法,更包括: 在根據該關係提取該些第一疊對偏移的該N者與該些第二疊對偏移的該M者時,同時根據該關係提取該些第三疊對偏移。 The metrology method for stacking pair measurement of semiconductor process as described in claim 7 further includes: When extracting the N of the first stacking pair offsets and the M of the second stacking pair offsets according to the relationship, the third stacking pair offsets are extracted according to the relationship at the same time. 如請求項1所述之用於半導體製程的疊對量測的計量方法,其中使用該些第一疊對偏移的該N者與該些第二疊對偏移的該M者計算該疊對補值項是根據該疊對補值項使用該些第一疊對偏移的該N者的X偏移量、Y偏移量或其組合與該些第二疊對偏移的該M者的X偏移量、Y偏移量或其組合計算該疊對補值項。The metrology method for stack pair measurement of a semiconductor process as claimed in claim 1, wherein the stack pair compensation term is calculated using the N first stack pair offsets and the M second stack pair offsets by using an X offset, a Y offset, or a combination thereof of the N first stack pair offsets and an X offset, a Y offset, or a combination thereof of the M second stack pair offsets according to the stack pair compensation term. 如請求項1所述之用於半導體製程的疊對量測的計量方法,其中該些第一疊對偏移的該N者與該些第二疊對偏移的該M者沿相同方向。A metrology method for stack-pair measurement in semiconductor manufacturing processes as described in claim 1, wherein the N offsets of the first stack-pairs and the M offsets of the second stack-pairs are in the same direction.
TW112133523A 2023-09-04 2023-09-04 Metrology method of overlay measurement for semiconductor manufacturing process TWI847860B (en)

Priority Applications (1)

Application Number Priority Date Filing Date Title
TW112133523A TWI847860B (en) 2023-09-04 2023-09-04 Metrology method of overlay measurement for semiconductor manufacturing process

Applications Claiming Priority (1)

Application Number Priority Date Filing Date Title
TW112133523A TWI847860B (en) 2023-09-04 2023-09-04 Metrology method of overlay measurement for semiconductor manufacturing process

Publications (2)

Publication Number Publication Date
TWI847860B true TWI847860B (en) 2024-07-01
TW202512330A TW202512330A (en) 2025-03-16

Family

ID=92929150

Family Applications (1)

Application Number Title Priority Date Filing Date
TW112133523A TWI847860B (en) 2023-09-04 2023-09-04 Metrology method of overlay measurement for semiconductor manufacturing process

Country Status (1)

Country Link
TW (1) TWI847860B (en)

Citations (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
TW200521631A (en) * 2003-12-25 2005-07-01 Promos Technologies Inc Photolithographic parameter feed back system and control method
TW201546994A (en) * 2014-04-10 2015-12-16 上海和輝光電有限公司 Multilayer structure with offset measurement mark and measurement method of offset thereof

Patent Citations (2)

* Cited by examiner, † Cited by third party
Publication number Priority date Publication date Assignee Title
TW200521631A (en) * 2003-12-25 2005-07-01 Promos Technologies Inc Photolithographic parameter feed back system and control method
TW201546994A (en) * 2014-04-10 2015-12-16 上海和輝光電有限公司 Multilayer structure with offset measurement mark and measurement method of offset thereof

Also Published As

Publication number Publication date
TW202512330A (en) 2025-03-16

Similar Documents

Publication Publication Date Title
US8823936B2 (en) Structure for critical dimension and overlay measurement
US11934109B2 (en) Overlay alignment mark and method for measuring overlay error
US20150136976A1 (en) Overlay error measuring device and computer program
US9244365B2 (en) Method for measuring pattern misalignment
CN111766764A (en) Overlay precision measurement mark and use method thereof
CN103869638A (en) Photoetching alignment method implemented by penetrating through wafer
CN102466977B (en) Mark structure used for measuring distortion of projection object lens and its method
CN111128829A (en) Alignment method and calibration method
US20170262975A1 (en) Wafer inspection method for manufacturing semiconductor device
TWI879078B (en) Correlation-based overlay key centering system and method thereof
TWI820371B (en) Inspection tool for use in lithographic device manufacturing processes and metrology method
KR100904732B1 (en) How to measure the degree of alignment using misalignment mark
US10510677B2 (en) Die
TWI847860B (en) Metrology method of overlay measurement for semiconductor manufacturing process
US20130182255A1 (en) Overlay mark and application thereof
TWI512868B (en) Image Key Dimension Measurement Calibration Method and System
TW202512334A (en) Metrology method of overlay measurement for semiconductor manufacturing process
CN119620535A (en) Semiconductor structure and method for forming the same, and method for measuring overlay error
JP2014048180A (en) Misalignment measurement method and photo mask
JP2006332177A (en) Semiconductor wafer, manufacturing method thereof and mask
KR20090076141A (en) Alignment overlay integration mark
KR100700467B1 (en) Pattern measuring device and measuring method
US20050244729A1 (en) Method of measuring the overlay accuracy of a multi-exposure process
TW202144905A (en) Vernier mark for semiconductor manufacturing process and lithographic process inspection method using the same
CN106981435B (en) A photolithographic inspection pattern structure